{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<a href=\"https://github.com/timeseriesAI/tsai/blob/main/tutorial_nbs/12_Experiment_tracking_with_W%26B.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "created by Ignacio Oguiza - email: oguiza@timeseriesAI.co"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Purpose 😇"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This brief notebook will demonstrate how you can easily track your experiments using Weights & Biases (W&B).\n",
    "\n",
    "You can find much more information on the W&B [Experiment tracking](https://docs.wandb.ai/guides/track) page."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Import libraries 📚"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# # **************** UNCOMMENT AND RUN THIS CELL IF YOU NEED TO INSTALL/ UPGRADE TSAI ****************\n",
    "# stable = True # Set to True for latest pip version or False for main branch in GitHub\n",
    "# !pip install {\"tsai -U\" if stable else \"git+https://github.com/timeseriesAI/tsai.git\"} >> /dev/null\n",
    "# !pip install wandb -U >> /dev/null"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "os              : Linux-5.10.133+-x86_64-with-Ubuntu-18.04-bionic\n",
      "python          : 3.7.15\n",
      "tsai            : 0.3.5\n",
      "fastai          : 2.7.10\n",
      "fastcore        : 1.5.27\n",
      "wandb           : 0.13.5\n",
      "torch           : 1.12.1+cu113\n",
      "device          : 1 gpu (['Tesla T4'])\n",
      "cpu cores       : 1\n",
      "threads per cpu : 2\n",
      "RAM             : 12.68 GB\n",
      "GPU memory      : [14.75] GB\n"
     ]
    }
   ],
   "source": [
    "from tsai.all import *\n",
    "from fastai.callback.wandb import *\n",
    "import wandb\n",
    "my_setup(wandb)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Login to W&B 🔎"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "ERROR:wandb.jupyter:Failed to detect the name of this notebook, you can set it manually with the WANDB_NOTEBOOK_NAME environment variable to enable code saving.\n",
      "\u001b[34m\u001b[1mwandb\u001b[0m: Currently logged in as: \u001b[33mtimeseriesai\u001b[0m. Use \u001b[1m`wandb login --relogin`\u001b[0m to force relogin\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": null,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wandb.login()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Create a configurable training script 🏋️‍♂️"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this notebook we'll run experiments with TSiT which is a new model developed by timeseriesAI inspired by ViT.\n",
    "\n",
    "We'll first define a baseline we'll then try to improve: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
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       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X, y, splits = get_UCR_data('LSST', split_data=False)\n",
    "tfms = [None, TSClassification()]\n",
    "batch_tfms = TSStandardize(by_sample=True)\n",
    "cbs = [ShowGraph()] \n",
    "learn = TSClassifier(X, y, splits=splits, tfms=tfms, batch_tfms=batch_tfms, arch=TSiTPlus, arch_config={}, metrics=accuracy, cbs=cbs)\n",
    "learn.fit_one_cycle(10, 1e-3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We'll now define which elements we'd like to test. These will be part of the config. \n",
    "\n",
    "Later we'll be able to modify the training script or the config."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "    /* Turns off some styling */\n",
       "    progress {\n",
       "        /* gets rid of default border in Firefox and Opera. */\n",
       "        border: none;\n",
       "        /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
       "        background-size: auto;\n",
       "    }\n",
       "    progress:not([value]), progress:not([value])::-webkit-progress-bar {\n",
       "        background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);\n",
       "    }\n",
       "    .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
       "        background: #F44336;\n",
       "    }\n",
       "</style>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: left;\">\n",
       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>2.147319</td>\n",
       "      <td>1.831454</td>\n",
       "      <td>0.427007</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>1.679795</td>\n",
       "      <td>1.282741</td>\n",
       "      <td>0.598946</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>1.391573</td>\n",
       "      <td>1.159943</td>\n",
       "      <td>0.613139</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>1.201776</td>\n",
       "      <td>1.066676</td>\n",
       "      <td>0.635848</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>1.067302</td>\n",
       "      <td>1.061172</td>\n",
       "      <td>0.648418</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>0.968863</td>\n",
       "      <td>1.014179</td>\n",
       "      <td>0.663017</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>6</td>\n",
       "      <td>0.877448</td>\n",
       "      <td>0.949820</td>\n",
       "      <td>0.696269</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>7</td>\n",
       "      <td>0.790847</td>\n",
       "      <td>0.939437</td>\n",
       "      <td>0.701541</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>8</td>\n",
       "      <td>0.714225</td>\n",
       "      <td>0.921327</td>\n",
       "      <td>0.711679</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>9</td>\n",
       "      <td>0.666897</td>\n",
       "      <td>0.923507</td>\n",
       "      <td>0.710462</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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5FpQq/k4cgr1rLuz5c2grYKztgRWgcmOo3c36GdkIysd6fABnO/JqQahhVAg3tojhgyXbGdIyhloRwd6Mo5SymYJ68hSVsmXLnnu8YMECfvzxR5YuXUpgYCCdOnXi1KlTFx3j53e+x4qPj0+J6O4tIpOBa4D9xpiGuWwXYBzQGzgJ3GGM+c217XbgGdeuY4wxH1x2EF8/aHIzJNwE2xbA0vHw0xhY9B9IGGKNM1Sh1mW/vFKq+PBEO5GRkXFJ+2sbcZ6I9MRqB3yAd40xL+fY/hrQ2fU0EIgwxoS6trmvnTgrn548njRo0CBmzJjB3r17GTx4MB9//DEHDhxg1apVOJ1OqlevnuvvhVLqEhkDx3ZnG+jZVQQ6lnx+n5CqVm+f+Bus4k/lRhBcWYcdcPFqQQjg7z3qMnvtHp7/egNT7mqZZ9dJpZQqKsHBwaSmpua67ejRo5QvX57AwED++OMPli1bVsTpvOp9YDwwJY/tvYDarqUV8BbQSkTCgFFAc6xLM6tEZJYx5vAVpRGxBvSr2Rn2J1k9hn7/GFZOhjq9rNvJqrfXBl8p5VbaRuRORHyACUB3IBlY4fqs33B2H2PMI9n2fwho4nrsmXbCSwYPHsy9997LwYMHWbhwIdOnTyciIgKn08n8+fPZsWNHvsd36NCBqVOn0qVLFxITE1m7dm0RJVfKhrIy4cQBSN1jTfOeuoeAPUlweJNVBDp5yLWjWMMMVG1tFX3O9vzR3uP58npBKDzIj0e71+H5rzfwY9J+utev5O1ISqlSLjw8nHbt2tGwYUMCAgKoVOn851LPnj2ZOHEicXFx1K1bl9atW3sxadEyxiwSker57NIfmGKMMcAyEQkVkcpAJ2CuMSYFQETmAj2BaW4LFxEH/cdD1+dgxXuw4h344Dvry0Cb4dBgYIm/B1wpVTS0jchTS2CLMWYbgIh8gtUubMhj/yFYRSCAq/F0O1GEGjRoQGpqKlFRUVSuXJmbb76Zvn37Eh8fT/PmzalXL//ZMu+//37uvPNO4uLiiIuLo1mzZkWUXKkilJUJJw5aU7en7nUVfPZmW/bA8X3WYrIuONTf4bS++9XtZQ30XLmxNfizX5CX3kzxJdb39qKXkJBgVq9eDUB6Zha9xy3mdEYWPzzSAX+nj1cypaSkEBZmnwqi3fKA/TLZLQ/YL1Nxy5OUlERcXFwRJip4qmBPyu39isgqY0xzrwQqgKsgNDuPW8ZmAy8bY352PZ8HPIlVEPI3xoxxrX8WSDPGvJrLawwFhgJERUU1u+yrohmn8PvjS/x/fw+fw1vJKhvJqca3c7rhEIx/yOW9Zi7S0tJsPzOQZnQPzege7si4Z88e6tat66ZEF8vKysJho3EkNm7cSOXKlS9YFx4ebrt2QkSuB3oaY+5xPb8VaGWMGZ7LvtWAZUC0MSZTRP6Om9oJT/9+5Mcbvzu5/X5kZ7fPBbvlAftlslseuMRMJgtJO4TjxAEcJ/bhOL4PObkfx4n9OI7vs36e2I+cPICYzIsOzwoIJ6tsRbLKVsKUrXTucZbrsSlbiROOIALKlnPzu7wydvt7K2w74fUeQgBOHwej+jbglvd+5b2f/+TBzjr2g1JKlUbGmEnAJLAuHFxRMTPiQWh/P2ydh2PpeAKXvELgivHQ5BZoPQzCalxxXrsVXHOjGd1DM7qHOzLu27fPo0V8b14kyI3D4bD93+tluBGYYUwu/xssQEHthKd/P/Ljjd+dgn4/7Pa5YLc8YL9MdssDrkyhoZCWkntPntS953v6HN93fuau7ALDISgSgiOhSiPr57mlMgRVgqBKOHzLUFBZNcuuf0Y2y1QYtmnt2teuwNUNKjH+py1c2zSKyiH2qa4ppZQqlF1ATLbn0a51u7B6CWVfv6BIEjkcULu7texdB0vftMYYWj4J6vWBtg9BTCsdZ0gppa5cXm1Abm4EHsxxbKccxy5wYzal1OU4sBHmPkfI7rVwcn/uhZ6AMKugE1wJKtazCjxB2Qo9wVahB1+/i49VXmebghDAM33q03XjQl7+7g/G3djE23GUUkpdmlnAcNe4Ea2Ao8aYPSIyB/iniJR37dcDeKrI00XGw8C3oNsoqyC04j34YzZENbMGoI7rDz62ahaVUqo4WQHUFpFYrALPjcBNOXcSkXpAeWBpttVubSeMMaViohpvDf2hSoGM07B4LCz+D5QpS0b1LvhUqH6+wBNc2VX40UJPcWerb74xYYHc16EG//1pC7e2rkbz6sWvy5VSSpVUIjIN6wpuBRFJxhoM1AlgjJkIfIs15fwWrGnn73RtSxGRf2D9ZwHghbMDh3pFcKQ1+PRVj8GaaVavoRl3QUgMtBoGTW8FN44zpJRSpYExJkNEhmMVd3yAycaY9SLyArDSGDPLteuNwCcmWzXDne2Ev78/hw4dIjw8vEQXhYwxHDp0CH9/f29HUSXN9l9g9sNwcBPED4KrX+LEGR/8iuHtUKpgtioIAdzfqSYzViUzatZ6Zg1vj4+j5H6QK6VUcWKMGVLAdsOFtwBk3zYZmOyJXJetTFlocQ80uws2fW9NW//D/8GCl6HpbdY4Q6FVvZ1SKaWKDWPMt1gXB7Kvey7H89F5HOuWdiI6Oprk5GQOHDhwpS91yYp6UGl/f3+io6OL7HyqhEs7DHNHwW8fWN9/bv4caneztqV47zqe8izbFYQCy/jydO84Hpr2O9NX7mRIS/0yrpRSyoMcDqjX21p2/24Vhpa/Db++BfX7W9PWR9tqMh+llFJ5cDqdxMbGeuXcxXVQWVXKGQPrv4TvnoSTB63xFTs9ZV04UyWefebUzOaaRpVpGRvGv+ds5OjJdG/HUUqpfAUFBQGwe/durr/++lz36dSpEytXrizKWOpyVGkC170Lf1tjfSHa8hO82xXe6wEbZkHWJU+Io5Qq5bSNUErZ1pGdMO1GmHEnlKsM986HHmO0GFSK2LIgJCKM6lufIyfP8Pq8Td6Oo5RShVKlShVmzJjh7RjKHUKiofsL8Oh66PmKNY3q9FvhjSawbCKcTvV2QqVUMaNthFLKNrIyYdlbMKEV/LkIrv4n3PMTVEnwdjJVxAosCIlIjIjMF5ENIrJeRP6Wyz4iIm+IyBYRWSsiTa80WIMqIQxpWZUpS3ewaZ9+8VZKFZ2RI0cyYcKEc89Hjx7NmDFj6Nq1K02bNiU+Pp6ZM2dedNz27dtp2LAhAGlpadx4443ExcUxcOBA0tLSiiy/ciO/YGssoRG/ww0fWgNSf/8kjG0Ac59DUvd4O6FSqohpG6GUKtb2rLV6P38/Eqq1hQeWWbOt6kyrpVJh/tYzgMeMMb+JSDCwSkTmGmM2ZNunF1DbtbQC3nL9vCKP9ajL7LV7eP7r9Xx0d6sSPVOAUioX342Evevc+5qR8dDr5Xx3GTx4MA8//DAPPmiNjzx9+nTmzJnDiBEjKFeuHAcPHqR169b069cvz8+lt956i8DAQJKSkli7di1Nm15xnVx5k8MH6vezlp0rYNkEWPJfQpdOgAYDrS9SVZp4O6VSpY8H2glHpQbQ+195btc2QilVLJ05CQtfhiXjITAMrnsPGl4H+n/sUq3AgpAxZg+wx/U4VUSSgCgge0GoPzDFNcPMMhEJFZHKrmMvW1jZMjzavQ6jZq1nzvp99GwYeSUvp5RShdKkSRP279/P7t27OXDgAOXLlycyMpJHHnmERYsW4XA42LVrF/v27SMyMvfPpUWLFjFixAgAGjVqRKNGjYryLShPimkBMe/D4R2cXjgO/w3TYd1nUK29VRiq09MaqFopVSJpG6GUKna2zIPZj8CRHdDkVuu2+EAdAF1d4ixjIlIdaAL8mmNTFLAz2/Nk17oLCkIiMhQYChAVFUVKIaav61UnmA8rBPDC14k0quiDv9PnUiJfkrS0tEJlKip2ywP2y2S3PGC/TMUtT1ZWFhkZGdaT7mM8E+Ls6+d2TpfrrruOTz/9lH379nH99dczZcoU9u/fz6+//orT6aRWrVocP3783HEZGRkXPDbGkJmZeW6dMeaCfbKf205/P+oSlK/GyQ7P4N9zFPw2xRpb6JMhEFYT2jwAjYfooIxKeVoBPT4vR1ZGRoFjKgwaNIgZM2awd+9eBg8ezMcff8yBAwdYtWoVTqeT6tWrc+rUKbdnU0qpS3LiIMx5GtZ+CuG14PbZEHuVt1MpGyl0QUhEgoDPgYeNMccu52TGmEnAJICEhART2GkZXxjYiJve+ZXPE4/wUNfal3PqQrHbVJF2ywP2y2S3PGC/TMUtz759+/D1Ldp7mDMyMi4655AhQ7j33ns5ePAgCxcuZPr06VSqVImAgADmz5/Pjh078PX1PXdczscdO3bk008/pXv37iQmJrJu3boL9jnL4XDY6u9HXQb/EGtGslb3Q9JMqyv2N4/BT2Og+V3Qcqg19pBSqsQYPHjwRW1EREQETqfzXBuRnw4dOjB16lS6dOlCYmIia9euLaLkSqlSwRhYMw3m/J81EUaHJ+Cqx8Dp7+1kymYK9b8uEXFiFYM+NsZ8kcsuu4CYbM+jXevcom3NCvSOj2TCgi1c1yyaKqEB7npppZTKVYMGDUhNTSUqKorKlStz880307dvX+Lj42nevDn16tXL9/j777+fO++8k7i4OOLi4mjWrFkRJVde4+Nr3Yvf4Fr4axksHQ+Lx8Ivb0D8IKvXUGS8t1MqpdxA2willG0d2gqzH7ZmD4tpBX3HQUSct1MpmyqwICTWaHjvAUnGmLF57DYLGC4in2ANJn30SscPyunp3nHMS9rPS9/9wX+H6MCdSinPW7fu/EClFSpUYOnSpbnud/z4cQCqV69OYmIiAAEBAXzyySeeD6nsRwSqtbGWlG3WtK6/fwRrpkJsR2gzHGp103GGlCrmtI1QStlKZjos+S8sfAV8ykCfsdDsTv2+ofJVmN+OdsCtQBcRWe1aeovIMBEZ5trnW2AbsAV4B3jA3UGjywcyrGNNvl6zm1+3HXL3yyullFLuF1YDev8bHt0A3UbDwU0wdRC82RpWvQ/pOtW0Ukoppa5Q8kp4uyPMex5qd4cHl0OLu7UYpApUmFnGfgbynYvONbvYg+4KlZdhHWsyY1Uyo7/ewOyH2uPj0CnylFKqpNp77AzHTqVTzt/p7ShXLqA8tH8EWj8I67+Epf+Fr/8G8/4BLe6xlqCK3k6plFJKqeLkdKr1XWL5JAiuDDdOhXp9vJ1KFSPFqmQYUMaHp3vHkbTnGNOW/+XtOEopD7FqzCVfaXmfl+twWjrd/rOQ7xPdegeyd/mWgcaD4b7F1kwf0S1g4cvwWgOYORz2J3k7oVLFQmn5/Cwt71MpdRn++BYmtLKKQS3vhQd/1WKQumTFqiAE0Ds+ktY1wnj1h40cOXnG23GUUm7m7+/PoUOHSvyXYGMMhw4dwt9fZ3vIS2xYAOFBfgz76DeGTlnJ3qMlaApnEWva15s+geErocnNsO4z61ayj66DrT9ZM4QopS6i7YRSqlRL3Quf3gqfDLFmOr17rnV7un85bydTxVDRzu3sBiLCqL4N6PPGYl6bu4nn+zf0diSllBtFR0eTnJzMgQMHiuycWVlZOLxwj7W/vz/R0dFFft7iwt/pYNbwdrz385+8NncT3cYu5Mmedbm5VTUcJemW4Qq14ZrXoPMzsHKydaXvw4EQ0QDaPAjx14Ovn7dTKmUbnm4nvNUm5EbbCaXUOVlZsOp/8OPzkHEKuj4HbUeATwm4tV55TbErCAHEVS7HLa2r8eGyHQxpVZV6kVoNVaqkcDqdxMbGFuk5U1JSCAsLK9JzqsJx+jgY1rEmvRpG8n9fJvLszPV8+fsuXrq2EXUjg70dz73KhkPHx6HdCFg3A5ZOgJkPwI+joeVQaH6XtY9SpZyn2wltE5RStrP/D2vswZ3LILYDXPM6hNf0dipVAtjj8sdleLR7HcoFOHl+1oYS32VYKaVKu2rhZfnw7paMvaExfx48QZ83FvPqnI2cSs/0djT38/WzbiG7/xe49Uuo3Ajmj7HGGZr9CBzc7O2ESimllCoK6adg/j9hYns4uBEGvAW3zdJikHKbYlsQCg0sw2M96rJ02yG+S9zr7ThKKaU8TES4tmk08x7rRL+EKoyfv4Ve4xazdOshb0fzDCmx55gAACAASURBVBGo2QVu+RweWGbdOvb7xzC+OUwdDH8u0nGGlFJKqZJq+89WIWjhK9DwWmvMwYSbrO8HSrlJsS0IAdzUsipxlcvx4jdJpJ0pgVeJlVJKXSSsbBnG3pDAh3e3JDPLMOSdZTw5Y23JnmggIg76j4dHEqHjSEheAR/0hbc7wJpPIaMEv3ellFKqFJFTR2HWQ/B+H8g8A7d8AddOgrIVvB1NlUDFuiDk4xBG963PriNpvL1oq7fjKKWUKkJX1a7InIc7MKxjTWb8lky3sQuZtWZ3yb6NOCgCOj8Fj6yHvuOsQSW/HArjGsHisZB22NsJlVJKKXWpMtNh+y/w4/OEfNTN6hHcdgQ8sBRqdfV2OlWCFeuCEECrGuFc06gyby3YSvLhk96Oo5RSJZaI9BSRjSKyRURG5rK9mojME5G1IrJARKKzbcsUkdWuZZa7MgWU8WFkr3rMGt6OKqEBjJj2O3e+v6LktwfOAGh2BzzwK9w8AyrUgXnPw9j68O3jcEgvkiillFK2lvInrHgXpt0Er8TC+73hl3FkhtWBofOhxz+gTFlvp1QlXLGcZSynp3vH8WPSPl769g8m3NzU23GUUqrEEREfYALQHUgGVojILGPMhmy7vQpMMcZ8ICJdgJeAW13b0owxCZ7K16BKCF8+0I73l2znPz9spPvYRTzWow53tK2Or0+xv/aRN4cDane3lr3rYOmbsPJ/sPwdqNcH2gyHoDreTqmUUkqp08etcYG2zoMtP0LKNmt9SFWIvw5qdYPYDqSezNSZDlWRKREFoSqhATzQqRZj527i5q0HaVtT769USik3awlsMcZsAxCRT4D+QPaCUH3gUdfj+cBXRRnQxyHc3T6WqxtU4tmvEhnzTRIzV+/mpWvjaRgVUpRRvCMyHga+Bd1GwfJJsOI9+GM2IcFRUK4yBJSHwDDrZ0BYtuehF67zD9EBK5VSSqkrZYx1sWbrPNgyD/5aBlnp4AyE6u2h5X3W7WDhtS5sd0+meC+zKnVKREEIYGiHGkxfuZMXvt7A7Ifal+wrwkopVfSigJ3ZnicDrXLsswa4FhgHDASCRSTcGHMI8BeRlUAG8LIxJtdikYgMBYYCREVFkZJy6V+KAoFX+9Vk7sZQ/j1vO/3H/8zNLapwX7toApw+l/x6+UlLS7usjJ5VBpoMh4Z34Zf0BfLXEpzpqcixvcj+JOTUURxnUvM82ogPxi8EExBKll8oxv/8knXucXmy/EMw/uWt9X4hUCbosgtJ9vxzvJBmdA/NqJQq0U4chK3zrSLQ1p/g+D5rfUQDaD3M6gVUtQ34+nk3p1IuJaYg5O/04Zk+cQz76DemLv+L29pU93YkpZQqbf4OjBeRO4BFwC7g7BSQ1Ywxu0SkBvCTiKwzxlw00I0xZhIwCSAhIcFcSZfpG9uG0yshlpe+S2LK8p3M33KYFwfE06FOxct+zZxSUlJs3K07DCqNICXlFgJzZsxMh7Qj1iDUaSnWz5PWT0lLQVzPfdIOQ9pBOLzZ2ufM8bxP5/DNpfdR+QuX3HooOQNJARv/OVrs/Xdt0YzuURwyKqVsIjMddi4/3wtozxrAWO1czc5QsyvU7GL11FXKhkpMQQjg6gaRtKsVzn9+2ETfRlUoX7aMtyMppVRJsQuIyfY82rXuHGPMbqweQohIEHCdMeaIa9su189tIrIAaAJ4fOTjkEAnL1/XiAFNonj6i3XcNnk5A5tE8UyfOMKDSvHVOR8nBFW0lkuRcdpVSLqwiJRbYYkjf1lfjE+mQEZaPlnKEOoXYk2ne8FtbLkVlrIXkgKu7M9AKaWUuhyHt1vFn60/wbaFcCYVxAeiW0Dnp60iUJUEcLi3V7JSnlCiCkIiwqi+Deg1bjH/mbuRMQPivR1JKaVKihVAbRGJxSoE3QjclH0HEakApBhjsoCngMmu9eWBk8aY06592gH/KsrwrWuE8+3fruLN+Vt4a+FWFmzczzN96nNt0yhEx8spPF8/CK5kLZciPS2PQpL188zhPfhnnbT2Sdl2fp/M0/lk8c9/LKRcx0sqr930lfIgEemJdduwD/CuMeblXPa5ARgNGGCNMeYm1/pMYJ1rt7+MMf2KJLRSBTlzwhoMesuPViEoxXU9KyTGGgy6ZleI7WC1Q0oVM14rCDlOH/XI69apFMytrasxZel2bmpZjfpVynnkPEopVZoYYzJEZDgwB+uL/mRjzHoReQFYaYyZBXQCXhIRg3XL2IOuw+OAt0UkC3BgjSG04aKTeJi/04dHe9TlmsZVeOqLdTz22Rq++D2Zfw6Mp1q4TuvqUc4Aa8mjy/zJlBT8c96iY4yrkJRfb6Rszw9uPr9PVno+WQKzFYly9DzKq5Dkr1/ylSpIYWajFJHaWBcM2hljDotIRLaX8OhslEoVmjGwL9HVC8g1GHTmGfANcA0Gfa9VBKpQWydhUMWe9wpCx5Lh6C4IiXL7az/SrQ4zV+9i9Nfr+XRoa736q5RSbmCM+Rb4Nse657I9ngHMyOW4JYBtumzWqRTMZ/e14ePlf/HKd3/Q47VFPNytDvdcFYtTJySwDxEoE2gtIdGFP84Y62puHr2RSDty4br9Seefm8w8XzbUrxyUrwah1SC0qmvJ9thfL0CpUq8ws1HeC0wwxhwGMMbsL/KUSuXmxCHYNv98EejcYND1odV9VgGoahtw+ns3p1JuVmBBSEQmA9cA+40xDXPZHgJ8BFR1vd6rxpj/FXxqAz+/Bn1evdTMBQoJdPL41fV4+st1zF67h76Nq7j9HEoppYovh0O4tXU1usdVYtSsRF75/g9mrt7Fy9c1IiFGe4MUayLgF2QtoVULf5wxcPrY+V5IF/RIOsyZgzvwP7UfDm2xxo1IP3nh8f6hFxaKymcvHFUFv2D3vk+l7Kcws1HWARCRX7B6m442xnzv2lZks1F6ih1nqLNbJtvkOZ2Kc89v+O5eTtD2RZiD6xEMWf6hpMe0J71aB9KrXoUJijx/TOpJ4GSeL+kutvkzysZumeyWB+yZqTAK00PofWA8MCWP7Q8CG4wxfUWkIrBRRD42xpzJ70WNf3n47QO46lEo5/6CzeAWMXz86w5e+jaJrnERBJYpUcMlKaWUcoPIEH/evrU53yfuZdSsRAa++Qt3tK3OYz3qEuSn7UapIgL+IdZSvvpFmy+4rc0YOHkIjuyAwzusAbTPLgc3W1eYcw6kHVA+R6+inAWjIM+/R6W8zxeojXWLcTSwSETiXRMQFPlslO5mxxnq7JbJa3mOH4C/lsCOpdbPvevAZIH4kB6ZgHR6Cmp1w1ElAT+HD94cbc5uf2dgv0x2ywP2zFQYBX7bNcYsEpHq+e0CBIt1X1YQkIJV2c9XVmAEmL3w8+vQ2/1ji/o4hNH9GjBo4lImLtjKoz3quv0cSimlSoaeDSNpWyucf3+/kfeXbGdO4l7GDGxIl3qXOHiyKh1ErFnRylaAqGYXbzcGThxwFYlyFIz2J8GmORcPmB0YfmGB6ILCUQyU0XGulO0VOBslVq+hX40x6cCfIrIJq0C0wluzUaoSyBjr83bHkvNFoEObrW2+/tZsYB0et24Bi25B6okzxfI/8kq5gzsuf44HZgG7gWBgsGuGmXwZHyc0HgKr3of2j+Q50OSVaFE9jP4JVZi4aBuDmscQExbo9nMopZQqGcr5O/nHgIYMaGINOn3X+yvp06gyo/rWJyJYxwxQl0AEgiKsJbr5xduzsvIoGO2Afeth4/e5FIwqXFgwyj6eUUiMNdaSUt5V4GyUwFfAEOB/rlkn6wDb7DAbpSrGsrLg4EbY8YurB9BSOOaqRfqHWIWfJrdAtbZQOQF8y1x4/Inid5uPUu7ijoLQ1cBqoAtQE5grIouNMcdy7pjznt8jje4hZM00Ts97mZMdR7khysWGtYlkzvq9jPpqDa8OyL+XkN3u+7NbHrBfJrvlAftl0jwFs2Mm5T3NqoUx+6GreHvhVv770xYWbzrAU73jGNw8BodDJylQbuBwQHAla4lpcfH2rCw4sf98oejw9vOP966Djd9aM95kV7Yi5YKqQIUaudyWFmPN8qaUBxVyNso5QA8R2QBkAo8bYw6JSFtsMBulKiYy02HPWlfvnyVWASjtsLUtKNIq/FRraxWCIupbn7lKqVy5oyB0J9aHtgG2iMifQD1gec4dc97zGxqbAI1vxH/tNPy7jvRIL6GwMHioywn+PWcjSSlZtKtVIc997Xbfn93ygP0y2S0P2C+T5imYHTMp7yrj6+ChrrXp3agyT3+xjqe+WMeXv+/inwPjqRWhY70oD3M4IDjSWmJaXrw9K8uaAedcDyOrl5E5sBX2rIGk2ZCVfuExZSMuHuj6bNEoJEZnzlFuUYjZKA3wqGvJvo+tZqNUNnPmJOxaafX+2fELJK84P7B/WA2o1weqtoVqbaB8rE4Fr9QlcEdB6C+gK7BYRCoBdYFthT76qr/D6mnwyzjo9bIb4lzs7vaxfLpiJ89/vZ5vRlyl0worpZQqlJoVg/hkaGumr9zJi98k0XvcYoZ3qcWwjjUp46ttifISh8O6iFauMlQ9P4lT6tnidlYmpO69cOyis7em7foNNsyErBzDPQZFXlwsOntbWkg0+HpziFWlVKmSdhj++vX8+D+7f3cVuQUqNYQmt1rFn6ptrMK5UuqyFWba+WlYMwFUEJFkYBTgBDDGTAT+AbwvIusAAZ40xhwsdIKwWNdYQv+D9g975B+1v9OHZ/rEMfTDVXy0bAd3tot1+zmUUkqVTCLC4BZV6Vwvghe+3sDYuZv4es1uXro2nhrlvJ1OqVw4fCAkylqqtbl4e1YmpO65uGB0eId15X39l2AyLzwmuHIuA167Fi0YKaWuxLE92WYAW2qNpYYBhxOimkLb4VYPoJiWEBDq7bRKlSiFmWVsSAHbdwM9rihFh8dgjauXUM+Xruil8tK9fiWuql2B1+Zuol/jKoQH6RcXpZRShRcR7M/4m5pybdN9PPvVeq6fuJTrEyrx3IBgyvk7vR1PqcJz+FhFnJBoa5yNnDIzci8YHfkLdv4KiV/kKBjJ+YJRbrellYu+eBBXT8jKsno+XbBkWj9N5oXPL1guPM559AgcCDi/zmTmclxur5fLPiav484+zmd7npkzC/6zUMqujIFDW8+P/bNjCRz+09rmLGsVfTr/n1XMjmqm458p5WHuuGXsyoXVgMY3wsrJ0O5ha5BFNxMRRvWtT8/XF/PqD5t46Vq9TVkppdSl61KvEq0eCWfs3E3875c/WbR1IS/0b0DPhu4fB08pr/DxtQaiDo3Bmuwph8wMSN3tGvB6x4WFox1LYd1nkH3CWXFAcBUIrUpQmRBw+uZRCMmnuJJvUeZskcS45e0HX+kLOJzg8LUKbw4f12PfbOtcj8Xn4nUOX6u3lSMw92POHkeSG96pUkXo8A5Y8Q6haz61Bs0HCAy3bvtqcY9VnI5sZH3+KKWKjH3+xV31GKz5xNVL6J8eOUWtiGBua1Od/y35k5tbVaVhVIhHzqOUUqpkK+vny7PX1KdTbBD//HEHwz76jR71K/F8/wZUDtGrmaqE8/E93/unevuLt2emw7Hd53sVZVt8Dm0Cp18uhRJf8PUFR9k8CiG5FVey7ZNXcaWgosy5Y8+vO3r8JCGh5fPIkON1JOe6ohpb7M0iOo9SV8AYaxDoZW9ZsyMiZNToTpm4q6FaO6hQRweAVsrL7FMQCq8JjQa7egn9zSO9hAD+1q02M1fvYvSs9Xw2rA2iH0JKKaUuU4PKQcwa3o7JP//Jaz9uovvYRTzRsy43t6qGj05Rr0orH6d161j5ahdtOloMZnXMTEmxpqlVSl2e9FNWT8Ff34Z96yAgzLoLpMXdHM8MtP1ngFKlib2mSOnwd8g8DUve8NgpQgKcPNGzLit3HGbWmt0eO49SSqnSwenj4L6ONZnzcAeaVA3luZnruX7iEjbuTfV2NKWUUqroHNsN8/4Br9WHWcOtWz37vgGPboBuo6xxy5RStmKvglB4TYi/AVa8B8f3e+w0g5rFEB8Vwkvf/sGJ0xkFH6CUUkoVoFp4Wabc1ZKxNzRm+8ET9HljMa/O2cipdB0AVimlVAm2cwXMuAtej4fF/4GY1nD713D/Emh2uw4MrZSN2asgBNDhcauX0C/jPHYKh0MY3a8+e4+d4s0FWzx2HqWUUqWLiHBt02jmPdaJfglVGD9/C73GLWbp1kPejqaUUkq5T8YZWDsd3ukC73WDzT9Cq2Ew4ncYMhViO+j4QEoVA/YrCFWoBfGDXL2EDnjsNM2qhTGwSRTvLPqTHYdOeOw8SimlSp+wsmUYe0MCH93diswsw5B3lvHEjDUcOXnG29GUUkqpy3d8Pyx4BV5vCF/cC6eOQu9XrdvCrn4RwmK9nVApdQnsVxCC872EPDiWEMDIXvXw9RHGfKNTdyqllHK/9rUrMOfhDgzrWJPPf9tFt7ELmbVmN8a4Z3pspZRSqkjsXg1f3g+vNYAF/4TIeLj5c3hwBbS8F/yCvJ1QKXUZ7FkQqlAbGl4PK971aC+hSuX8Gd6lFnM37GPRJs+dRymlVOkVUMaHkb3q8fXw9kSFBjBi2u/c+f4Kdqac9HY0pZRSKm+ZGbD+K5jcEyZ1hA0zoentMHwl3PI51O4GDnv+d1IpVTj2/Rfc4XHIOAVL/+vR09zdPpZq4YG8MHsD6ZlZHj2XUkqp0qt+lXJ88UA7nrumPsv/TKHHa4t4d/E2MrTtUUopZScnU+Dn12BcY/jsdmv2sB4vWreF9XnVunivlCoR7FsQqlgHGl4Hy9+BEwc9dho/Xx+e7VOfLfuP88bCv7Qbv1JK5UNEeorIRhHZIiIjc9leTUTmichaEVkgItHZtt0uIptdy+1Fm9wefBzCXe1jmftoR9rUDGfMN0kMfHMJibuOejuaUkqp0m7fBvj6bzC2Pvw42hoP6Map1kDRbYdDQKi3Eyql3My+BSGwegmlp8ESz/YS6hoXwe1tqvHxyj28MU9nHVNKqdyIiA8wAegF1AeGiEj9HLu9CkwxxjQCXgBech0bBowCWgEtgVEiUr6osttNVGgA793enPE3NWHP0VP0n/ALL32bRNoZnaJeKaVUEcrKhI3fwQf94K02sOYTaDTImjL+jtlQrw84fLydUinlIb7eDpCvinXP9xJqOwLKhnvkNCLCqL4NSEk9yWs/bqKsnw/3XFXDI+dSSqlirCWwxRizDUBEPgH6Axuy7VMfeNT1eD7wlevx1cBcY0yK69i5QE9gWhHktiUR4ZpGVbiqVkVe+i6Jtxdt49vEPbw4IJ4OdSp6O55SSqmS7NRR+P1jWP42HN4O5aKg6yhodgcEhnk7nVKqiNi7IATQ8QlI/NwaS6jbaI+dxuEQnu1Zkwx8GPNNEkF+vtzYsqrHzqeUUsVQFLAz2/NkrB4/2a0BrgXGAQOBYBEJz+PYqJwnEJGhwFCAqKgoUlJS3BbeE9LS0tyS8YnO0XStGcyYOdu4bfJyetevwGNdqlM+0GmbjJ6kGd1DM7pHccio1GU7uMUqAq2eCmeOQ0xr6/9Y9a4Bnytvc5RSxYv9C0IV60LDa61eQm0e8lgvIQBfhzDuxiacnLKSp75cR6CfL/0aV/HY+ZRSqgT6OzBeRO4AFgG7gELfB2WMmQRMAkhISDBhYfa+SpmSkoK7MnYPC+OqBlV5c/4W3lq4lSXbj/JMn/pc1zQKEbFFRk/RjO6hGd2jOGRU6pIYA1vnwbKJsGUuOJzWXRith0GVJt5Op5TyInuPIXRWhyfgzAlYOt7jpyrj62DiLc1oUT2MRz9dzY8b9nn8nEopVUzsAmKyPY92rTvHGLPbGHOtMaYJ8H+udUcKc6wCf6cPj/aoyzcjrqJmxSD+/tkabnnvV7YfPOHtaEoppYqb08fxW/sRTGgJH10He9ZAp6fgkfVw7dtaDFJKFZOCUEQ9aDAQlk+ypkH0sIAyPrx3e3MaVCnHA1N/45ctnpvlTCmlipEVQG0RiRWRMsCNwKzsO4hIBRE527Y8BUx2PZ4D9BCR8q7BpHu41qlc1KkUzGf3teEfAxqydudRrn59EW8u2EK6TlGvlFIqL1lZsHu1NWX8B/3gXzUou+BZKFMWBk6CRxKh00gIruTtpEopmygeBSGwxhIqol5CAMH+Tj64qyWx4WW554OVrNqh95IrpUo3Y0wGMByrkJMETDfGrBeRF0Skn2u3TsBGEdkEVAJedB2bAvwDq6i0Anjh7ADTKncOh3Br62rMfbQjnetG8K/vN9L3vz+zeucRb0dTSillF0eT4bcPYcZd8GotmNTRmjL++H5ocTfHBs2Ae+dD48Hg6+fttEopmylwDCERmQxcA+w3xjTMY59OwOuAEzhojOnozpAARMRBgwHw6yRoM7xIRr8PDSzDh/e0ZPDby7jjfyuYdm9rGkaFePy8SillV8aYb4Fvc6x7LtvjGcCMPI6dzPkeQ6qQIkP8mXhrM+as38tzMxMZ+OYv3NG2Oo/1qEuQn/2HAlRKKeVGp1Nh+8+wdT5s/QkObbbWl42AWt2gRmeo0QnKVQYgIyUFrmAcOqVUyVaYb5LvA+OBKbltFJFQ4E2gpzHmLxGJcF+8HDo8Aeu/hGVvQpdnPHaa7CKC/fnonlYMemsJt01ezvT7WlMrIrhIzq2UUkqddXWDSNrUDOff32/k/SXbmZO4l38MaEjXOO36r5RSJVZmBuz+zSoAbZsPySsgKwN8A6BaW2h2O9TsAhH1tfCjlLpkBRaEjDGLRKR6PrvcBHxhjPnLtf9+90TLRaX6UL+/NUJ+6weKpJcQQFRoAB/f25pBE5dyy7vL+WxYG2LCAovk3EoppdRZ5fyd/GNAQwY0qcJTX6zj7g9W0ie+MqP61ieinL+34ymllLpSxkDKNqv4s3U+/LkYTh8FBCo3hrYPWb2AYlqBUz/3lVJXxh19zesAThFZAAQD44wxefUmGgoMBYiKiiIl5dKHj/BJGEbIhpmkLRhLWutHLz91LtLS0vLMFOKACYPqcu+09dz49hLeu6kBEcGevQ83vzzeYrdMdssD9sukeQpmx0xK5adZtTBmP3QVkxZt5Y2ftrBo8wGe7h3H4OYxOBx6hVgppYqVkynw5yJXEegnOPKXtT4kBur3g5qdIbYTlA33akylVMnjjoKQL9AM6AoEAEtFZJkxZlPOHY0xk4BJAAkJCSYs7DJ6+IS1hbh+BKz5gIDOj0FA+SsKn11KSgr5ZWoVFsaUu4O5+Z1lDP98E58ObU14kOeKQgXl8Qa7ZbJbHrBfJs1TMDtmUqogZXwdDO9Sm97xlXnqi3U89cU6vvx9F/8cGE+tiCBvx1NKKZWXjDOQvNwq/mydD7t/BwyUCYbYq6DtCKsXUHhNvQ1MKeVR7phlLBmYY4w5YYw5CCwCGrvhdfPW8Uk4fQyWveXR0+QmISaU9+5owc6Uk9w2eTlH09KLPINSSil1Vo2KQXwytDX/uq4RG/em0nvcYsb9uJnTGZnejqaUKmVEpKeIbBSRLSIyMo99bhCRDSKyXkSmZlt/u4hsdi23F13qImAM7E+CpW/Cx4Pglerwfh/4+XXwcVr/t7lrDjz5JwyZBi3vhQq1tBiklPI4d/QQmgmMFxFfoAzQCnjNDa+bt8iGENfXKgi1vt+tvYQKo3WNcN6+tRn3TlnJXe+v4MO7WxJYRmd6UUop5R0iwg0tYuhcL4IXZm/gtR838fXa3bx8bTw1ynk7nVKqNBARH2AC0B3rgvEKEZlljNmQbZ/awFNAO2PM4bOT0YhIGDAKaA4YYJXr2MNF/T7c5vh+2Lbg/GDQqXus9WE1IWGI1QMo9irw1xmMlVLeU5hp56cBnYAKIpKM9WHtBDDGTDTGJInI98BaIAt41xiT6LnILh2fhKSvrQGmOz/l8dPl1KluBG/c2IQHp/7G0CmrePf25vg7fYo8h1JKKXVWxWA//jukCdc2ieKZrxK5fuJSrmtciWf7BxEaWMbb8ZRSJVtLYIsxZhuAiHwC9Ac2ZNvnXmDC2UJPtslorgbmGmNSXMfOBXoC04oou1v47lwKK5fC1gWwb521MqA8xHa0ZgKr2RlCq3o1o1JKZVeYWcaGFGKffwP/dkuiwoqMh3rXZOslFFqkpwfoFV+Zf13fmL9/tobhU3/nrVua4vRxx114Siml1OXrXC+CHx7pwNi5m/jfL3/y0+YFjOxVj0HNdNBppZTHRAE7sz1PxrpzILs6ACLyC+ADjDbGfJ/HsVG5ncQdk9R4gnPrD5T75j6MowwZVZqR3uZx0qu2J7NiA3C4LhpnAUWc124TZ9gtD9gvk93ygP0y2S0P2DNTYRTv+5w6Pgl/zIZfJ0KnXG9T9rjrm0Vz8kwGz81cz98/W8PYGxLw0S/bSimlvKysny/PXlOf7rWC+c+CnTz5+TqmLd/JmAENaRiltygopbzCF6iNdfdBNLBIROIv5QXcMkmNJ/w0l6yAcByPrMNZpqx1O4UN2G3iDLvlAftlslsesF8mu+UBe2YqjOLdnaVyI1cvoTch7YjXYtzWpjpP9KzLzNW7eeardRhjvJZFKaWUyq5ORFmm39eGsTc0JvnwSfqO/5lnvlrHkZNnvB1NKVWy7AJisj2Pdq3LLhmYZYxJN8b8CWzCKhAV5lj7ykyHzXNJj+0KZcp6O41SShVa8S4IAXR8Ak4dhV/f9mqMBzrV4sHONZm2fCcvfpOkRSGllFK2ISJc2zT6/9m77+ioqrWP4989k957IR1SKAmE3nsvgooiWPGKXez1ver1Wu61KypXRcSCih1ESQCVLh0pSYCQ0AlJKKGTQEj2+8cZNEZKgEnOJHk+a501M6dMfglLZ+aZ/ezNrw/14KaOsXyxbAe9XpvP1yt2Ul4ur1dCCLtYASQopeKUUi7ASGB6pXOmYYwOQikVhNFCtgWYBfRTSvkrpfyBfrZ9tcP2xXDiECfjepudRAghLkjtLwiFaYgpEAAAIABJREFUt4CkwbB0vFEYMtHD/ZIY3SmWiYu2Mu7XHFOzCCGEEJX5ujvzzNBm/DS2Kw2DPHn0u3Vc+e5iMvPMff0UQtR+WutTwD0YhZwNwNda6yyl1LNKqaG202YB+5VS64G5wCNa6/22yaSfwygqrQCePT3BdK2QnQZObpRGdzE7iRBCXJDaXxAChxklpJTi6SFNuap1JG/+ksPEhVtMzSOEEEKcSdMGPnxzR0deu/rPNrKnpmVy6Hip2dGEELWY1jpNa52otW6ktX7Btu9prfV0232ttX5Qa91Ua52itf6ywrWTtNbxtu0js36HC6a1URBq2AOcPcxOI4QQF6RuFIQapELSIFgyHkoOmxrFYlG8eGUKg1LCeH7GBr5YtsPUPEIIIcSZKKUY3vrPNrLPl22n52vz+HqltJEJIUSV7VkPB3cYn0WEEKKWqRsFIbCNEjoIy80dJQTgZLXw5jUt6ZkUzD+nZfDDmtozJ54QQoj65XQb2Y9juxAX5Mmj367jqvekjUwIIaokO824TRxgbg4hhLgIdacg1KCl8T/ixe+YPkoIwMXJwrvXt6ZdbAAPfr2W2VkFZkcSQgghzqpZA1++ub0jr17dgu37jzP0nUU8/YO0kQkhxDllp0NEG/AONTuJEEJcsLpTEALo/phtlNAEs5MA4OZs5cPRbUmO8OWeL1azKGef2ZGEEEKIs7JYFFe1jmTOwz24oUMMny3dTi9pIxNCiDM7nA95qyBpoNlJhBDiotStglBEK0joD0vegRNHzE4DgJerE5/c3JaGwZ7c+ulKVm6rPQsmCCGEqJ983Z3597BkfhzbhVhpIxNCiDPbNNO4lfmDhBC1VN0qCAH0eAyKDzjMKCEAPw8XJt/SnjBfN27+aIW8oRZCCFErnG4je+Wq5n+0kf3rh0wOFUsbmRBCkJ0O/rEQ0sTsJEIIcVHqXkEoojUk9DPmEnKQUUIAwd6ufDamPT7uztw4aTk5hY6TTQghhDgbi0VxdZso5jxktJFNXrqdXq/O4xtpIxNC1Gcnj8GWecboIKXMTiOEEBel7hWEALo/DsVFsPwDs5P8RYSfO5+PaY/Vorj+w2Xs2H/c7EhCCHFBlFIDlFLZSqlcpdTjZzgerZSaq5RarZRap5QaZNsfq5QqVkqtsW3v1Xx6cSl8PYw2sun3dCEm0INHvl3H1e8vIWu3jHoVQtRDm+dC2QmZP0gIUavVzYJQZGuI7wuL34YTR81O8xexQZ58dkt7Tpwq57oPl1JwqMTsSEIIUSVKKSswHhgINAVGKaWaVjrtSeBrrXVLYCTwvwrHNmutU23bHTUSWthdcoQv397RiZevas62fce47O1FPDM9S9rIhBD1S3YauPlCdEezkwghxEWrmwUhgB62UUIrHGuUEEBSmDef3NyOA8dKuW7iUvYdPWF2JCGEqIp2QK7WeovW+iTwJTCs0jka8LHd9wV212A+UUMsFsUIWxvZ9R1i+HTJNnq/No9vV+2SNjIhRN1XXmZMKJ3QD6zOZqcRQoiL5mR2gGoT2Qbi+xijhNreCq5eZif6ixZRfnx4Uxtu+mg5N364nCm3dcDXXV5QhBAOLQLYWeHxLqB9pXOeAWYrpcYCnkCfCsfilFKrgcPAk1rrhZV/gFLqNuA2gIiICIqKHHtlxuLi4nqf8f6uDeif4MOLv2zl4W/W8tniLTzeN47EEE+HyWgPktE+JKOoE3atgOP7ZXUxIUStV3cLQmDMJfRhH1gxEbrcb3aav2nfMJD3b2jDmE9WcPNHy5l8S3s8Xev2P4kQos4bBXystX5NKdURmKyUSgbygWit9X6lVGtgmlKqmdb6cMWLtdYTgAkAqampOiAgoKbzX5CioiIkI3QOCOCHxlF8u2oXL87cyLWfrOPGjrE80DexSl92yN/RPiSjfdSGjMJk2WlgcYb43mYnEUKIS1J3W8YAotpCo97GKKGTx8xOc0bdE4N5e1RL1uw8yG2TV1JSWmZ2JCGEOJs8IKrC40jbvopuAb4G0FovAdyAIK31Ca31ftv+VcBmILHaE4saY7EoRrSNYs5D3bmufQyfLDHayL5btQutpY1MCFGHZKdDbBdjDiEhhKjFzlsQUkpNUkrtUUplnue8tkqpU0qpq+wXzw56PA7H98GKD81OclYDksN55aoW/Ja7n3u++J3SsnKzIwkhxJmsABKUUnFKKReMSaOnVzpnB9AbQCnVBKMgtFcpFWyblBqlVEMgAdhSY8lFjfHzcOG5y5OZfncXIv09eOibtYx4fwkb8g+f/2IhhHB0+3Jh3yZpFxNC1AlVGSH0MTDgXCfY3uS/BMy2Qyb7imoHjXrBb+McdpQQwPDWkTw3rBm/bNjDg1+vpUwm5RRCOBit9SngHmAWsAFjNbEspdSzSqmhttMeAm5VSq0FpgCjtTE8pBuwTim1BvgWuENrLZN01GEpkb58f2cnXh7enM17jzHEthrZ4RJZjUwIUYtlpxm3Sef8eCSEELXCeSes0VovUErFnue0scB3QFs7ZLK/7o/DpH6wchJ0Gmt2mrO6oWMsR0+U8dLMjXi6WHmkR4TZkYQQ4i+01mlAWqV9T1e4vx7ofIbrvsN4nRD1yOk2sn7NQnl1djafLNnGT+vy+b9BjbmiZQRKKbMjCiHEhclOh7AU8Is2O4kQQlyyS57BWCkVAVwB9OQ8BSHTVo/xSsA7qgvWhW9wsNGV4Ox+xtMcYVWJa5r7s+9QBB8u2cnJkmIe66dxtjrOVE+O8DeqyNHygONlkjzn54iZhKhL/DxceP7yFK5pE81TP2Ty4NdrmbJ8B88OS6ZJuI/Z8YQQomqO7YedS6HbI2YnEUIIu7DHklZvAo9prcvP902fqavH9H0KJvUnYPNU6HTPGU9xlFUlnhzqj8XJhQ8WbiWnqJQ3rmlBfIi32bEAx/kbneZoecDxMkme83PETELURafbyL5ZtZMX0zcy5O1F3NgxhtFtgpH/AoUQDi9nNuhySBpodhIhhLALeww9aQN8qZTaBlwF/E8pdbkdnte+ojtAXHf47U04edzsNOeklOKfg5vy6uWJ5B0sZvBbi/j4t62Uy7xCQgghajmLRXFN22jmPtyDkW2j+HjxNq6cuIapq2U1MiGEg8ueAd7hEJ5qdhIhhLCLSy4Iaa3jtNaxWutYjIlC79JaT7vkZNWhx+NwbC+s+sjsJFXSKzGQmfd3pXN8EM/8uJ6bPlpOwaESs2MJIYQQl8zPw4UXrkjhh7s7E+7jygNfreWa95eysUBWIxNCOKDSEsidY4wOkvnPhBB1RFWWnZ8CLAGSlFK7lFK3KKXuUErdUf3x7CymE8R1M1YcKy02O02VhHi78eFNbfjPFSms3HaAfm/M58e1u82OJYQQQthF80g/Pr4+mRevTCFnzxEGv7WIZ39cL6uRCSEcy7aFUHoMkgabnUQIIezmvAUhrfUorXW41tpZax2ptf5Qa/2e1vq9M5w7Wmv9bfVEtZPuj8PRQlhZO0YJgdFCdm37aNLv60qjEC/GTlnNvVNWc+i4vFkWQghR+1mUYmS7aOY81INr2kbx0eKt9H5tPtNW50kbmRDCMWSngYsXxHU1O4kQQtiN4yxfVVNiO0NsV2MuoVoySui02CBPvrm9Iw/1TSQtI5/+by5gUc4+s2MJIYQQduHv6cJ/bG1kDXzduP+rNVwzYSnZBUfMjiaEqM+0Npabb9QLnFzNTiOEEHZT/wpCYMwldLQQVn1sdpIL5mS1MLZ3At/f1QlPVyvXf7iMf/+YRUlpmdnRhBBCCLtoHunH1Ls6898rU9hUeIRBby3kuZ/Wc0TayIQQZti9Go7kQ9Igs5MIIYRd1c+CUGwXY5TQoto3Sui05pF+/DS2K6M7xfLRb9sY8vYiMvMOmR1LCCGEsAuLRTGqXTRzbW1kk37bSq/X5vPDGmkjE0LUsOx0UBZI6Gd2EiGEsKv6WRAC6P4YHC2AVZ+YneSiubtYeWZoMz79RzuOlJRy+fjfGD83l1Nl5WZHE0IIIezidBvZtLs6E+7rxn1frmGktJEJ4ZCUUgOUUtlKqVyl1ONnOD5aKbVXKbXGto2pcKyswv7pNZv8PLLTIbojeAaanUQIIeyq/haE4rpCTBfbXEK1eyn3bonBzLq/GwOSw3hlVjYj3l/C9v3HzI4lhBBC2E2LKKON7D9XpJBtayN7XtrIhHAYSikrMB4YCDQFRimlmp7h1K+01qm2bWKF/cUV9g+ticxVcnAHFGYYy80LIUQdU38LQgA9HjP6gX//1Owkl8zPw4V3rm3FuJGp5Ow5ysBxC5myfIcMqxdCCFFnWC3GqptzH+rBiDZRfPibsRqZtJEJ4RDaAbla6y1a65PAl8AwkzNduux041bmDxJC1EH1uyAU2xViOsOi12v9KKHThqVGMOv+brSM9uOJ7zMY88lK9h45YXYsIYQQwm78PV3475UpTL2rM2EV2sg2FUobmRAmigB2Vni8y7avsuFKqXVKqW+VUlEV9rsppVYqpZYqpS6v1qQXIjsNghIhsJHZSYQQwu6czA5gKqWMuYQ+HQqrJ0P8cLMT2UUDP3cm/6M9Hy/exoszNzLgzQX858oU+jcLMzuaEEIIYTeptjayr1bs5OVZGxk0biE3d47lvj6JeLnW77c4QjioH4EpWusTSqnbgU+AXrZjMVrrPKVUQ2COUipDa7258hMopW4DbgOIiIigqKio2sKqE4fx27aIkpa3UFyFn1NcXFyteS6Go2VytDzgeJkcLQ84XiZHywOOmakq5N1SXDeI7gQLX4fYIWansRuLRfGPLnF0TQji/q/WcPvkVYxoE8nTlzWTN8lCCCHqjNNtZMY8ehuZuGgr09fu5v8GNWFoiwYopcyOKER9kQdUHPETadv3B631/goPJwIvVziWZ7vdopSaB7QE/lYQ0lpPACYApKam6oCAADvFP4PMuVB+CvcWw3Gvws8pKiqiWvNcBEfL5Gh5wPEyOVoecLxMjpYHHDNTVdTvljEwRgn1eAyO7Mbn+1Gw4UcoLzM7ld0khHoz9a7O3N2zEd+u2sXAcQtYsa32VS6FEEKIcwnwdOG/Vzbn+zs7EeJttJGN+kDayISoQSuABKVUnFLKBRgJ/GW1MKVUeIWHQ4ENtv3+SilX2/0goDOwvkZSn0t2OngEQWQbs5MIIUS1kIIQQFx3GPIm6vhe+Op6eKcNLP8ATtaNlbpcnCw80r8xX9/eEYVixPtLeGnmRk6ekuXphRBC1C0to/2ZdndnXrgimQ35Rxg0biH/SdvA0ROnzI4mRJ2mtT4F3APMwij0fK21zlJKPauUOr1q2L1KqSyl1FrgXmC0bX8TYKVt/1zgRa21uQWhslLImQ2JA8BiNTWKEEJUF+kdAmOUUJubORQ7mIDC32DxO5D2MMx9Adr8A9rdBt61f/6dNrEBpN3Xled/Ws+78zYzL3svb16TSlKYt9nRhBBCCLuxWhTXtY9hYHI4L8/cyIQFW/hhTR7/HNyUy5qHSxuZENVEa50GpFXa93SF+08AT5zhusVASrUHvBDbF0PJIVluXghRp8kIoYosTtDsChjzC/xjlrEC2cLX4c0UmHY3FJo/cvVSebk68eLw5nxwYxv2HinhsncWMXHhFsrLZbleIYQQdUuApwsvDm/O1LuMNrJ7p6zm2g+WkSNtZEKI88lOByc3aNTT7CRCCFFtpCB0JkpBdAcY+TmMXQWtboLM7+DdjjD5Stg8B3TtLqD0bRrKzPu70S0hmOdnbOC6icvIO1hsdiwhhINTSg1QSmUrpXKVUo+f4Xi0UmquUmq1bVnhQRWOPWG7Llsp1b9mk4v67HQb2fOXJ7M+/zADxy3kv9JGJoQ4G62N5eYb9gAXT7PTCCFEtZGC0PkENoLBr8KD66HXk1CQAZOvgPe6wJov4NRJsxNetCAvVz64sTUvD2/Oul0HGfDGAqau3oWu5cUuIUT1UEpZgfHAQKApMEop1bTSaU9izBvREmNC0f/Zrm1qe9wMGAD8z/Z8QtQIq0VxfYcY5jzUneGtInl/wRZ6vzaPH9fultc9IcRf7dkAB7dLu5gQos6TglBVeQRAt0fggUwYNh50OUy702gnW/gaHK+dK3cppRjRNor0+7qRFObNA1+t5Z4vVnPgWO0tdAkhqk07IFdrvUVrfRL4EhhW6RwN+Nju+wK7bfeHAV9qrU9orbcCubbnE6JGBXq58tJVzfn+rk4Ee7sydspqrpu4jNw90kYmhLDJnmHcJg4wN4cQQlQzmVT6Qjm5QsvrIfU62PyrMQH1r8/CgleN/R3uhICGZqe8YNGBHnx1e0feX7CZN37exIptRbxydQu6JwabHU0I4TgigJ0VHu8C2lc65xlgtlJqLOAJ9Klw7dJK10ZU/gFKqduA2wAiIiIoKnLsYntxcbFktAMzMsZ6wUejmvL92kLeWbCDAW8u5No24dzWKRIPl78PXpO/o31IRlErZKdDROs6saiMEEKcixSELpZSEN/H2AoyYcl4WPkRrJgIjQdDx7EQXflzkmOzWhR39YinW0IwD3y1hpsmLefGjjE8MbAJ7md4cyyEEGcwCvhYa/2aUqojMFkplVzVi7XWE4AJAKmpqTogIKCaYtpHUVERkvHSmZnx9t6BXNW+ES/PzObT5TuZvbGIJ4c0YXDKX1cjk7+jfUhG4fCOFEDeKuj1lNlJhBCi2p23ZUwpNUkptUcplXmW49fZJg7NUEotVkq1sH9MBxeWDFe8C/dnQOf7YesCmNQPJvaF9T9AeZnZCS9IcoQvP47twpgucXy6ZDuD31rImp0HzY4lhDBfHhBV4XGkbV9FtwBfA2itlwBuQFAVrxXCFKfbyL67sxOBXi7c88Vqrv9wGbl7jpodTQhR0zbNNG6TBp37PCGEqAOqMofQxxgTgJ7NVqC71joFeA7bN7v1kk849PkXPLAeBr4Mx/bA1zfC261g2ftwova8sXRztvLkkKZ8MaY9xaVlDH93MW/+sonSsnKzowkhzLMCSFBKxSmlXDAmiZ5e6ZwdQG8ApVQTjILQXtt5I5VSrkqpOCABWF5jyYWogtYx/ky/pwvPDWtGxq5DDBy3gP+mb+CYrEYmRP2RnQ5+MRDSxOwkQghR7c5bENJaLwDO2kittV6stT5ge7gU41vf+s3VC9rfDmN/hxGfgmcIpD8KbzSFX56Bw/lmJ6yyTvFBzLy/G0NbNODNX3IYNmE1k5du58Sp2jXqSQhx6bTWp4B7gFnABozVxLKUUs8qpYbaTnsIuFUptRaYAozWhiyMkUPrgZnA3Vpr+R+JcDhWi+KGjrHMebgHV7SM4P35W+j92nxmbdgnq5EJUdedPAZb5hmjgyq0jAohRF1l7zmEbgHSz3bQ0ScLrZZJBMO6wpVdccr/HbffP8D5t3Gw+B1OJl5GSasxlAWd/dsHR5rU8Km+0fSJ9+G9RTt4alomb/+yidHtG3B58xDcnM2bX8iR/kanOVomyXN+jpjJUWmt04C0SvuernB/PdD5LNe+ALxQrQGFsJMgL1devqoF17SN5qlpmTzxYw5TVu/h0f6N6ZIQZHY8IUR12DwXTpXIcvNCiHrDbgUhpVRPjIJQl7Od4+iThVbrJIIBfaBZHyjaCkvfxXX1Z7hu/B4a9jAmoI7v/bdvIhxtUsPBAQF0iPUl+4DmzV9zePnXbXy0PJ/buzXkuvYxpkw87Wh/I3C8TJLn/BwxkxDCMbSO8efHsV34fNEm3l+cx/UfLqNLfBCP9E+iRZSf2fGEEPaUnQ5uvhDTyewkQghRI6oyh9B5KaWaAxOBYVrr/fZ4zjorIA4GvQwPZkHvf8GejfD5cPhfR/h9Mpw6YXbCc1JK0Sk+iK9v78iXt3UgIcSL52dsoOvLc3h//maZZ0EIIUSdY7UohiQHM+fh7jw9pCnr8w8zbPxv3PnZKpl4Woi6orzMmFA6oR9Ync1OI4QQNeKSC0JKqWjge+AGrfWmS49UT7j7Q9cHjZXJLn8PlAWm3wNvpsCCV+C447evdGgYyBe3duCbOzrSJNyH/6ZvpMtLcxg/N5cjJaVmxxNCCCHsytXJyj+6xLHg0Z7c3yeBBZv20u+N+Tz27TryDxWbHU8IcSl2rYTj+6RdTAhRr1Rl2fkpwBIgSSm1Syl1i1LqDqXUHbZTngYCgf8ppdYopVZWY966x8kFUkfBnb/BDVMhNBnmPA+vN8Xj1ydg60KHX7a+bWwAk29pz/d3dSI1yo9XZmXT5aW5vPVrDoeKpTAkhBCibvFydeL+PokseLQnozvFMXV1Ht1fmcd/0jZw4NhJs+MJIS5G9gywOEF8H7OTCCFEjTnvHEJa61HnOT4GGGO3RPWVUtCol7EVrocl43HN/A6yvgSvMGh2OTS7EiLbgsUunX521yran49ubse6XQd569dcXv95Ex8s3MLNneO4pXMcvh4y/FYIIUTdEejlytOXNeUfXWJ585ccJi7cwpRlO7i9e0Nu7hyHp6u91+4QQlSb7HSI7WLMISSEEPWEY1YW6rvQpnD5eA7cuhKumgSRbWDlRzCpH4xrDrOfhN2rwUGXv20e6cfEm9rw09gudG4UxFu/5tD5pTm8OitbvjkVQghR50T6e/Dq1S2YeX83OjYK5NXZm+j+yjw+XbKNk6fKzY4nhDiffbmwbxMkDTY7iRBC1Cj56sqROXtA8nBjKzkM2WmQ+R0sfRcWvw3+cZB8pXE8pOnfVikzW3KEL+/d0JqNBYd5e04u4+flMum3rdzYMZYxXeMI8nI1O6IQQghhN4mh3ky4sQ2rth/gpZkbefqHLD5YuIWH+iYxtEUDLBbHep0WQthsSjdukwaYm0MIIWqYjBCqLdx8oMVIuO4beDgHhr4N/jGw6A14txOMbw/zXoJ9OWYn/ZvGYT6Mv7YVs+/vRt+moUxYsJmuL83lhRnr2XOkxOx4QgghhF21jvHnq9s68PHNbfF2deb+r9Yw6K2FzNlYiHbQ0b1C1GvZ6RCaAn7RZicRQogaJQWh2sgjAFrdCDf+AA9lw6BXwTMI5v0X3mkD73WBha/DgW1mJ/2LhFBvxo1syc8PdmdgShgfLtpK15fm8u8fsyg8LIUhIYQQdYdSih5JIfw0tgtvjWpJcWkZ//h4JSPeX8LKbY6/kqgQ9cax/bBjiawuJoSol6QgVNt5hUC7W+HmNHhwPfT/Lzi5wa//hnEt4INesPgdOJRndtI/NAr24vURqcx5qAdDWzTg0yXb6fryXJ7+IZPdB2XZXiGEEHWHxaIY2qIBvzzYnecvT2bb/uNc9d4Sxnyygo0Fh82OJ4TImQ26XApCQoh6SQpCdYlPA+h4F4z5Be5bB33+DWWlMPuf8EZTmDQAln8AR/eYnRSA2CBPXrm6BfMe7sHwVhFMWb6D7q/M5f+mZrCz6LjZ8YQQQgi7cbZauL5DDPMf6cGjA5JYtrWIgeMW8sBXa+Q1TwgzZaeBdzg0aGl2EiGEqHFSEKqr/GOgy/1wx0K4ZxX0fBKKD0Law/BaEnwyFFZ9DMfNH7YeFeDBf69sztyHe3BN2yi+XbmLnq/O47Fv17F9/zGz4wkhhBB24+HixF094ln4aE9u79aItIx8er02j2emZ7H3yAmz4wlRv5SWQO6vxuggB1ucRQghaoIUhOqDoHjo/gjcvRTuXAJdH4JDu+DH++DVBPjsKljzBZQcMjVmpL8Hz1+ewvxHe3B9hximrsmj12vzeejrtWzZe9TUbEIIIYQ9+Xm48PjAxsx/pCdXt4li8tLtdH9lLq/PzuZwSanZ8YSoH7YtgtJjkDTI7CRCCGEKWXa+vgltamw9/wkF64xl7DOnwrQ7weoC8X2NpewTB4CrlykRw33deWZoM+7q0Yj3F2zh82Xbmbp6F0NbNOCeXvHEh3ibkksIIYSwtzBfN/5zRQpjusTx+s+beGtOLpOXbufunvFc3yEGN2er2RGFqLuyZ4CzJ8R2NTuJEEKYQgpC9ZVSEN7C2Pr8G/JWGcWhrKnGi6OTOyT2h+ThkNAXnN1rPGKIjxtPDWnKHd0bMXHhFj5dsp0f1u5mcEo4Y3slkBQmhSEhhBB1Q8NgL965thW3dzvEy7M28vyMDXy4aCsP9EnkylYROFllULcQdqW1sdx8fC9wdjM7jRBCmEIKQsIoDkW2MbZ+LxhLb2Z9D1nTYP00cPGCxoOh6eVY8YSTgWB1BouTMarI6gwWZ7A62W5tx+zUix3s7coTg5pwW7eGfLhoK58s3sZP6/IZmBzGtS2D6eLvj5K+byGEEHVASqQvk29pz+Lcfbw0K5tHv1vH+ws280j/JPo3C5PXOyHsJX8NHMmHpMFmJxFCCNNIQUj8lcUCsZ2NbcBLsG2hURxaPx3WfYXvBT2X89mLRX8UkpzOcI5LpfONY4EWZx61unBvBwtrdh9lVc5Rft7gwTTfRJqmtqd/22ZE+ntU119GCCGEqDGd4oOY1iiQWVmFvDo7mzs++50WUX481j+JTvFBZscT4oyUUgOAcYAVmKi1frHS8dHAK0Cebdc7WuuJtmM3AU/a9j+vtf6kWsNmp4OyQEK/av0xQgjhyKQgJM7O6gSNehrboNdg13KO7MvD28PNWM6+/JTtttS4/eP+qQr7TlY67/Sxk389r/wUnDoJ5cfOfKzCc7mVldKhvJQOqhycgePAYtj7my/rXONwaZBMdOM2eESmQHASuEprmRBCiNpHKcWA5DD6NAnh+9V5vPnzJq6duIyuCUE82r8xKZEX9DWNENVKKWUFxgN9gV3ACqXUdK31+kqnfqW1vqfStQHAv4A2gAZW2a49UG2Bs9MgqgN4BlbbjxBCCEcnBSFRNU4uENuFUp8iCAgwO42hvJwDuzbifzKfA9vWsjfnd1z2biR66zd4bPvsj9O0bzQqtCmENIEQ221ggvSLCyGEqBWcrBZGtIliaIsGfLZ0O+Pn5nLZO4sY3Dych/om0jDYnEUghKgsytAuAAAgAElEQVSkHZCrtd4CoJT6EhgGVC4InUl/4GetdZHt2p+BAcCUakl6cAcUZEDf56rl6YUQoraQgpCovSwWtFcYBDTFP743/n1Aa03mroPMWbaC7etXEn5iK8mH8mh5YhMhOb9g0aeMa5UVAhv9tUgU0hT844yRUUKIv6lCK8AbQE/bQw8gRGvtZztWBmTYju3QWg+tmdRC1B1uzlbGdG3INW2j+GDhViYu3MLMzAJGtInivt4JuJgdUNR3EcDOCo93Ae3PcN5wpVQ3YBPwgNZ651mujTjTD1FK3QbcBhAREUFRUdEFB3Vd+x2ewMGwTpRfxPVnU1xcfFF5qpOjZXK0POB4mRwtDzheJkfLA46ZqSrkk6+oU5RSpET5kxLVj1NlfViUu49pq/N4MKuQU6Un6OB3gGuij9LJZw8BRzcb3w6tn44xOhmwukJw4l+LRCFNwDfKbpNkC1EbVaUVQGv9QIXzxwItKzxFsdY6tabyClGXebs582DfRG7sGMM7c3L5fNl2vv99FyNbhfHAAC/8PKQ0JBzWj8AUrfUJpdTtwCdArwt5Aq31BGACQGpqqg64mJHrO+dDUCJ+jdpc+LXnUFRUxEXlqUaOlsnR8oDjZXK0POB4mRwtDzhmpqqQgpCos5ysFnokhdAjKYRjJ04xK6uAqavzuDdjH+U6jhaR/bi8dQSXNfUjqHgb7NkAe9Ybt9sWwbqv/nwyF28Iafz3EUVeIab9fkLUsAttBRiFMR+EEKKaBHm58szQZtzSJY43ft7Ep8vz+H7dHu7o3oibO8fi4SJv80SNygOiKjyO5M/JowHQWu+v8HAi8HKFa3tUunae3RMClBwy3ud1vKtanl4IIWqT875TUEpNAoYAe7TWyWc4rjBaCAZhTO87Wmv9u72DCnEpPF2duLJVJFe2imTP4RKmr93N1NV5/PvH9Tw/Q9E1IYgrWnanX49rcHexGhcVH4S9G/8sEu3ZABt+gt8//fOJPYL+XiRyizpzCCFqt6q2AqCUigHigDkVdrsppVYCp4AXtdbTqiuoEPVNVIAHr1+TyjWpgXywtIBXZmXz8eJt3Ns7gZFto3C2WsyOKOqHFUCCUioOo8AzEri24glKqXCtdb7t4VBgg+3+LOA/Sil/2+N+wBPVkjL3V2PhkqRB1fL0QghRm1Tlq6OPgXeAT89yfCCQYNvaA+9ylg8JQjiCEB83xnRtyJiuDdlUeISpq/P4YXUe9325Bk8XK/2Tw7iiZQSdGgVhje4A0R3+vFhrOLqnQpHIdrvmczh5FAB/iwtEtDSui+4EUe3Ao/YNHxTiEowEvtVal1XYF6O1zlNKNQTmKKUytNabK19oj7khalJt6BeXjPZRGzJGell4+bJGrGkZzFsLdvDUtEzen5fDXV2i6dckEIsDtD7Xhr9jbcjoiLTWp5RS92AUd6zAJK11llLqWWCl1no6cK9SaijGlwNFwGjbtUVKqecwikoAz56eYNrustPAIxAi21bL0wshRG1y3oKQ1nqBUir2HKcMAz7VWmtgqVLKr1L1XwiHlRjqzWMDGvNIvySWbyti2uo8ZmTk8/3veYR4uzIstQGXt4ygabgPSiljHiHvUGNr1PPPJyovh0M7oSCDkpz5uO9ZA0v+B7+NM44HNzEKRDGdjFu/aHN+YSEu3nlbASoYCdxdcYfWOs92u0UpNQ9jfqG/FYTsMjdEDaoN/eKS0T5qU8ZeAQH0TIlhXvZeXpq5kf/7KYfJqwp5dEASPRKDjdczkzM6stqQ0VFprdOAtEr7nq5w/wnOMvJHaz0JmFStActKIWc2NB4CFmu1/ighhKgN7NFcfrZVAf5WEHL0b34d7RshR8sDjpfJnnkS/RSP9ozkvq4NWLj5AGlZe/not218sHArjYLcGdwsmAFNggjzcT3LM3hDaCeKfVri7u4OpcU4Fa7FKX8lTnkrcF73DWrVRwCUeTXgVIM2f2xlgUmgqmdIf13+N7MXR8zkgM7bCgCglGoM+ANLKuzzB47bJhENAjrz57wRQohqoJSiZ+MQuicG8+O63bw2exM3f7SCdnEBPDYgidYxUvAQ9dCOJcYcQtIuJoQQQA1PKu3o3/w62jdCjpYHHC9TdeUZERLEiI4JHDh2kp8y8pm2Oo+35u/g7QU7aB8XwBUtIxiYEo6Pm/O5M4VGQHPbm47yMijMgh1LsO5YgnX7Elw3TTeOufpCdPs/28watARnN7v8LvXl3+xSOGImR1PFVgAwCkVf2kaNntYEeF8pVQ5YMOYQOttk1EIIO7JYFMNSIxiYHM5XK3Yw7tdchr+7hD5NQnmkfxJJYd5mRxSi5mSnGyvKVhzlLYQQ9Zg9CkIX0kYgRK3i7+nCDR1iuKFDDNv3H+OHNcZk1I99l8FTP2TRt0kol7eMoHtiMC5O5xnhY7FCeHNja3+7MR/RgW2wY6nxjdWOJcYwZgCrCzRoBTEdIbqjMQ+Ru/85n16I6na+VgDb42fOcN1iIKVawwkhzsnFycINHWMZ3jqSj37bxnvzNjNg3AKubBnJ/X0SiArwMDuiENVLa9g4Axr2ABdPs9MIIYRDsEdBaDpwj20J4vbAIZk/SNRFMYGe3Ns7gbG94lm76xDTVufx49rdzMjIx8/DmSHNw7miZSSxXvr8TwbGfEQBccaWOsrYd2wf7FwG2xcbhaLFb8OiNwBlrGAW3cEoEMV0BN/IavtdhRBC1E0eLk7c3TOea9tF8+78zXy8eBs/rt3NdR2iubtnPEFeZ2uLFqKW27MBDm6HLg+YnUQIIRxGVZadnwL0AIKUUruAfwHOAFrr9zC+LR4E5GIsO39zdYUVwhEopUiN8iM1yo9/Dm7Cwpy9TF29m29W7uKzpTsI83HhshYRDG7egBaRvhc2eadnEDQebGwAJ49D3so/RxGt+wpWfmgc842yFYhsbWbBjcEiSwsLIYQ4P39PF/5vUBNu7hzLuF9y+GTxNr5esdO2Cmcc3mdoiRaiVsu2DXBNHGBuDiGEcCBVWWVs1HmOayqtJiNEfeFstdCrcSi9GodypKSU2VmFTF21nY8XG5NRR/i5M7h5OINTwml+ocUhABcPiOtmbABlp6Aw01YgWgxbF0DGN8YxN1+I6vBnm1mDluAk3/QKIYQ4u3Bfd14c3pwxXRvy+s/ZjPs1h8lLt3N3z3iuax+Nm7OsxCTqiOx0iGgNPuFmJxFCCIdRo5NKC1GXebs5M7x1JD3jPLC6efPzhkJmrNvNpEVbmbBgC5H+7gxOCWdw83BSIi6iOARgdYIGqcbW4Q7bPERbYbttDqIdSyFnlu1cV4hojYdPDHj5g7M7OLkbt87u4OxhTFzt7PHnYye3Csds51ldjPY2IYQQdVZ8iBf/u641a3ce5JVZ2Tz303omLdrK/X0SuLJVJFaLvA6IWuxIoTHiuteTZicRQgiHIgUhIaqBr4czV7WO5KrWkRw6Xsrs9QXMyMjnw0VbeX/BFqIC3BmUEs6QlAYkR/hcXHEIbPMQNTS2ltcZ+47uhZ1LjeLQ9sW4bPkZyk7CyWOgyy7iZ1j+LBCds6BU8XiFfRXPd3LDqaQMTkWCux+4+dltNTUhhBCXrkWUH5+Nac+inH28PGsjj3y7jgkLtvBw/yT6NQ29+NcrIcy0aaZxK8vNCyHEX0hBSIhq5uvhzNVtori6TRQHj59k9vpCZqzL58OFW3l//haiAzyM4lDzcJo1uITi0GlewdDkMmMDDlZcUr2sFEqPQ2mJ7bYYThUbt6XFfz9WehxOlVQ4VuncksNwdM/fj5WdOGs8n8o7nNyMwtDpAtGF3Dq7X9rfSgghxBl1SQiic3xnZmYW8MrsbG6fvIrUKD8eG9CYjo0CzY4nxIXJTgO/aGOBDiGEEH+QgpAQNcjPw4URbaIYcbo4lFXITxn5fLBwC+/N30xMoFEcGpxip+JQZVZnsPoa8w1Vp/IyW7GpUnGptIQj+wvwdi6DkoNQfPDvt4fzoHC98fjE4fP8Pq4XV0hysxWTauqbbq1Bl59nq3COEEI4AKUUA1PC6ds0lO9+38UbP+cw6oOldEsM5tH+SSRHVPNriRD2cPIYbJkHrW+WFnghhKhECkJCmMTPw4URbaMY0TaKA8dOMnt9AT+ty2fCgi28O28zsaeLQ83DaRpeDcWh6mSxgquXsVVS6l0Ep0csnU/ZKaMoVHzg7AWkirdH8mHvBig+BCcOnfu5rS5/FIh8sBortFWlWHPW42VnPy6EELWYk9XCNW2jGZYaweQl2xk/L5chby9iSPNwHu6XRGyQp9kRhTi7LfOML6iSBpqdRAghHI4UhIRwAP6eLlzTNppr2kZTdOwks7OMOYfeX7CF/83bTFyQJ4NSwhic0oAm4d61qzh0KaxO4BFgbBeqvAxKDlWpkFRechxcXI35ks65qbMfs1jPffx811c859+32v9vKYQQl8jN2cqt3RpyTbsoJszfwoeLtjIzs4Br2kZxb+8EQn1kTjjhgLLTwNUXYjqZnUQIIRyOFISEcDABni6MbBfNyHZGcWhWVgEz1uXz7rzNjJ+7mYZBngxuHs6glHAah9Wj4tCFslirXEw6WnGeJYcgBSEhhOPycXPm4f5J3Ngphnfm5PLFsh189/subu4cxx3dGuHr4Wx2RCEM5WWQPRMS+hpt80IIIf5CCkJCOLAATxdGtYtmVLto9h89waysQmZk7Gb83FzenpNLw2BPhqSEM6h5OEmhUhwSQghRc0K83Xh2WDJjujTk9Z+zeW/+Zj5fup07e8QzulMs7i5WsyOK+m7XSji+T9rFhBDiLKQgJEQtEejlyrXto7m2fTT7jp5gZmYBaRn5vDM3l7fm5NIo2JPBzRswpHk4iaHeZscVQghRT0QHevDmyJbc1q0Rr87O5qWZG/not63c1yeBEW2icLZazI4o6qvsNLA4GSOEhBBC/I0UhISohYK8XLm+QwzXd4hh75ETzMwqIG1dPu/MyeGtX3OID/FisG1C6iAZIS2EEKIGNG3gw6TRbVm+tYiXZ27kn1Mz+WDBFh7ql8TglHAsFhnFKmpYdjrEdqn+1VWFEKKWkoKQELVcsLcrN3SI4YYOMew5UsKsTGNC6rfm5DDu1xziAt0Z1LwB/ZuFkRLhK21lQgghqlW7uAC+uaMjczbu4eWZ2Yydspr35m/m0QGNSQ6U0UKihuzfDPuyoe0tZicRQgiHJQUhIeqQEG83bugYyw0dY9lzpISZmQX8uHon783fwvi5m2ng60a/ZmH0bxZG21h/nGQYvxBCiGqglKJ3k1B6JIUwfW0er83exE2TlpMa4c1VbWPo3yyMYG9Xs2OKuiw73bhNHGBuDiGEcGBSEBKijgrxduPGjrEMSfJBuXrxy4ZCZmUVMmX5Dj5evA1/D2f6NAmlf7MwuiQE4eYsk38KIYSwL6tFcUXLSAalhDNl2Q4mLdrCk9MyeeqHTNrFBjAoJZwByWGyZL2wv+w0CE0G/xizkwghhMOSgpAQ9YC/pwtXt4ni6jZRHDtxigWb9jIzq4CZmQV8s2oXHi5WeiaF0K9ZKD0bh+DjJhMPCSGEsB9XJyujO8dxWWMf9pY6k5ZRQHpGPv+ansUzP2bROtqfgSnhDEwOo4Gfu9lxRW13vAh2LIGuD5udRAghHJoUhISoZzxdnYw33SnhnDxVzpIt+5mVVcDP6wuZkZGPs1XRqVEQA5LD6NMkVIb0CyGEsBulFI3DfGgc5sODfRPJKTxCum3VzOd+Ws9zP62nZbQfg5KNkUNRAR5mRxa1Uc5s0OWy3LwQQpyHFISEqMdcnCx0Twyme2Iwzw9LZvXOA8zKKmRmZgFPfJ/B/6kM2sT4098275C8MRdCCGFPCaHeJIR6c2/vBLbsPUp6ZgHpmfm8kLaBF9I20DzSl4HJxsih2CBPs+OK2iI7DbzDITzV7CRCCOHQpCAkhADAYlG0jgmgdUwATwxszMaCI8zKKmBWViHPz9jA8zM20CTch/7NQhmQHEZSqLesWCaEEMJuGgZ7cXfPeO7uGc+O/cdJz8wnLbOAl2Zu5KWZG2ka7sOglDAGpoTTKNjL7LjCUZ06Abm/QsrVYJHFM4QQ4lykICSE+BulFE3CfWgS7sP9fRLZsf+4rThUwLhfc3jzlxxiAj1sI4dCaRnlj8UixaH6QCk1ABgHWIGJWusXKx1/A+hpe+gBhGit/WzHbgKetB17Xmv9Sc2kFkLUNtGBHtzevRG3d2/ErgPHmZlZQHpmAa/O3sSrszeRFOrNwJQwBqWEkxDiJV9QiD9tXQgnj0LSILOTCCGEw6tSQagKHwCigU8AP9s5j2ut0+ycVQhhkuhAD27t1pBbuzVkz5ESflm/h1lZBXz021YmLNhCiLcrfZsaK5Z1aBiIi5N8I1cXKaWswHigL7ALWKGUmq61Xn/6HK31AxXOHwu0tN0PAP4FtAE0sMp27YEa/BWEELVQpL8HY7o2ZEzXhuQfKmZWZgFpmX9+QdEo2JNBKeEMTA6nSbiMXq33stPA2RPiupmdRAghHN55C0JV+QCA8Y3v11rrd5VSTYE0ILYa8gohTBbi7ca17aO5tn00h0tKmbvRKA5NXZ3H58t24O3mRO/GIfRvFkb3pGA8XGQgYh3SDsjVWm8BUEp9CQwD1p/l/FEYRSCA/sDPWusi27U/AwOAKdWaWAhRp4T7ujO6cxyjO8ex53AJs7IKSMsoYPzcXN6ek0tsoAcDU8IZlBxOcoSPFIfqG60hOx3ie4Gzm9lphBDC4VXlk1pVPgBowMd23xfYbc+QQgjH5OPmzLDUCIalRlBSWsainH3MzCrglw2FTFuzG1cnC90Sg+nfLIw+TULw83AxO7K4NBHAzgqPdwHtz3SiUioGiAPmnOPaiDNcdxtwG0BERARFRUWXnroaFRcXS0Y7kIz2Ud8yOgGDk3wYnORD0bFS5uYU8eum/UyYv5l3522mga8rvRMD6JMUSHJ41dvKasPf0VGdr6ugwnnDgW+BtlrrlUqpWGADkG07ZanW+o4LDpC/Fo7shqSnLiK9EELUP1UpCFXlA8AzwGxbe4An0OdMT+Tob/Qd7Q2Ao+UBx8vkaHnA8TLVZJ5WYc60Covi0Z6RrN55mLk5RczNKeLn9YVYFbSK8qFLrDc9G5cQ6ec439w52r9ZHTES+FZrXXYhF2mtJwATAFJTU3VAQEB1ZLOboqIiJOOlk4z2UZ8zBgRAfFQot/aCA8dO8vP6QtIy8/ny9wImr8inga8bA5LDGZQSRqvoc897Vxv+jo6oil0FKKW8gfuAZZWeYrPW+tKWBctOB2WBhH6X9DRCCFFf2KuXYxTwsdb6NaVUR2CyUipZa11e8SRHf6PvaG8AHC0POF4mR8sDjpfJrDz9gwLp3zIOrTUZeYeYlVXAzMwC3liQxxsL8ogL8vxjyfsODQNxd7HWeMbTHO3fzIHlAVEVHkfa9p3JSODuStf2qHTtPDtmE0IIAPw9XRjRNooRbaM4dLyUXzYUkp6Zz2dLtzPpt62E+rgyoJmxWlnb2ACssiiCvVS1rfg54CXgEbsnyJ4BUe3BM8juTy2EEHVRVQpCVfkAcAvGXBBorZcopdyAIGCPPUIKIWovpRTNI/1oHunHI/0bszo3j7WFJ5m/aS9frtjBx4u34eJkoV1sgFEgSgqWFWMc1wogQSkVh/E6MBK4tvJJSqnGgD+wpMLuWcB/lFL+tsf9gCeqN64Qor7z9XBmeOtIhreO5EhJKXM27iEtI58vV+zkkyXbCfJyZUByKIOSw2kXF4CTVRZFuATn7SpQSrUCorTWM5RSlQtCcUqp1cBh4Emt9cIz/ZCzdRxYjuThV5DB8S5PUGLSqF9HHHHsaJkcLQ84XiZHywOOl8nR8oBjZqqKqhSEqvIBYAfQG/hYKdUEcAP22jOoEKJuiAlwp2V8BKM7x1FSWsaKbUUs2LSX+Zv28kLaBl5I20C4rxvdE4PplhhM5/ggfN2dzY4tAK31KaXUPRjFHSswSWudpZR6FliptZ5uO3Uk8KXWWle4tkgp9RzGawrAs6cnmBZCiJrgXWHeu2MnTjE3ew/pGQV8tyqPz5buIMDThf7NQukS40U/Xz+cpThkV0opC/A6MPoMh/OBaK31fqVUa2CaUqqZ1vpw5RPP2nGQ+x0AHqlX4WHSqF9HHHHsaJkcLQ84XiZHywOOl8nR8oBjZqqK8xaEqvgB4CHgA6XUAxgTTI+u+EFACCHOxM3ZSteEYLomBPPPwbD7YPEfxaEZtm9wrRZFyyi/P0YPJTfwPefcD6J6aa3TMFaSrLjv6UqPnznLtZOASdUWTgghqsjT1YkhzRswpHkDik+WMX/THtIyCpi+ZjdTlpfh+1Mu/ZqGMiglnM7xQbg4SXGoCs7XVeANJAPzbKOAw4DpSqmhWuuVwAkArfUqpdRmIBFYWeWfnp0GgQkQFH9Jv4QQQtQnVZpD6HwfAGyTxXW2bzQhRH3TwM+dke2iGdkumlNl5azZeZD5tgLRaz9v4rWfNxHg6ULXhCC6JxqFpGBvV7NjCyGEqMXcXawMSA5nQHI4JaVlpP++lYXbjjIzs4BvVu3C282Jvk1CGZgSTteEINyczZvzzsGds6tAa30IY0oJAJRS84CHbauMBQNFWusypVRDIAHYUuWfXHIYti6EDnfa5RcRQoj6wl6TSgshhF05WS20iQ2gTWwAD/VLYt/REyzK2cf8TXtZmLOXH9bsBiA5woduCcbk1K1i/GWIvxBCiIvm5myle0IAV7SP58SpMhbn7ictI5/Z6wv5fnUeni5WejcJZVBKGN0TQ0xdEMHRXEBb8Zl0A55VSpUC5cAdF9RWnPsLlJdC0qBL+A2EEKL+kYKQEKJWCPJy5fKWEVzeMoLycs36/MPG6KHsvby/YAv/m7cZL1cnOscH0j0xhG6JQUT6e5gdWwghRC3l6mSlZ+MQejYO4T9l5SzZvJ/0zHxmZRUyfe1u3J2t9GocwsCUMHomheDpKm+rq9JWXGF/jwr3vwO+u+gfnJ0OHoEQ1e6in0IIIeojeeUSQtQ6FosiOcKX5Ahf7u4Zz+GSUhbn7mf+pr0s2LSXWVmFADQK9qR7Ygjdk4JpHxcgw/yFEEJcFGerhW62xQ6eG1bO8q1FpGXmMzOzkBkZ+bg5W+iRaBSHejUOwdtNFkOoMWWlkDMLGg8Bi7zOCyHEhZCCkBCi1vNxc2ZAchgDksPQWrN571HmZRtzD322bDuTftuKq5OF9g0DjcmpE4NpFOwpS9sLIYS4YE5WC53ig+gUH8S/hyazYlsR6Rn5pGcWMDOrABcnC90SghmUEkbvJqGyUmZ127EUSg5B0kCzkwghRK0jBSEhRJ2ilCI+xJv4EG/GdG1I8ckylm3d/8fk1M/9tJ7ngAg/d7rZikOJ/orat0ikEEIIs1ktig4NA+nQMJB/XdaM33ccIC2jgPTMfH7ZUIizVdElPoiBKeH0axqKn4eL2ZHrnux0sLpCw55mJxFCiFpHCkJCiDrN3cVKj6QQeiSFALCz6DgLcoy5h6avyWPK8h0ABHu70jjMm8RQb5JCvUkK8yYh1AsPF/nfpBBCiPOzWNQfiyE8ObgJa3cdJD2zgLSMfOZ+u47/syg6NgpkkK04FOglq2TaRfYMaNgdXL3MTiKEELWOfNIRQtQrUQEeXNc+huvax3DyVDm/7zjAsk357DhcxqbCI3y+bDslpeUAKAVR/h4khRlFosQwbxqHeRMX5CmrmQkhhDgri0XRMtqfltH+PDGwMZl5h0nLzCctI58nvs/gn1Mz6NAwkIEp4fRvFkqIt5vZkWslVXYCDuyGzvebHUUIIWolKQgJIeotFycLHRoGkuinCAgwmsbKyjU7io6TXXCETYVHyC44QnbhEeZs3ENZuQbA2apoGORlFIrC/hxRFOHnjsUi8xIJIYT4k1KKlEhfUiJ9ebR/Ehvyj5Cemc+M/2/v/oOsKu87jr8/Lj+EBeXHKj8WCgSBqYEaJbUmpAzjjxRIojNtpkNnktZOLa2NbazTdJLO1NpMZkwynU6nbaapo3bSNhoNSSwmQLSTNMm0UyoaKQuIQTQBAoKiAkqRH9/+cc6ul83u3rOwnOdZ7+c1c4d77965+9mHc57nfJ/73HO27OPPH+nizn/r4hdnT2LlwqksXziNqRd7cqgqHT9c3Jm/PG0QM7NhyhNCZmYN2i4QczramdPRzvKFU3ueP37yFM8deL2YJConip788Sus3fzTnte0j2pj3pQzVxPNnzKejnGjfAJrMzNDEpdPv4jLp1/EHTfM50cHjrJuyz7Wb9nPXY9u465Ht7F41kRWLJzKikXT6JwwJnXkrOn4YZj+brhoWuooZmbDkieEzMwqGD2irecgvtGR/zvBsy8efWs10f4jPL79RR7atLvnNZPaR/WsIprf8+84X5bYzKyFSWL+lGJcuP36+ew8cJQNXftYt2U/n/nWdj7zre1cMXMCKxdOZeWiacycNDZ15OzoxDFYsDJ1DDOzYcsTQmZm52D8hSNZPGsii2dNPOP5g0eOnzFJtOPFIzy8aTdvvHmq5zWdE8b0TBJ1ryaae2l73X+CmZll4LJLx3HbtfO47dp5vPDS66zvKq5Wdvf6Z7h7/TMs6ryYFYumsmKhV8O8JXy5eTOzc+AJITOz8+CS8aO5ZPxollzW0fPc6dPB3leP9UwQdZ+n6Ac/OsiJU8X5idp8DiIzs5Y3u6OdW5fN5dZlc9l96A3WlyuHPr9hB5/fsCN1vHy0jYIp70ydwsxs2PKEkJlZTS64QMycNJaZk8Zy/eVTep4/ceo0z7/0es9qok/cnTCkmZllZeaksaxeOpfVS+ey99VjbOjazy2fS50qD6fHTCouCWpmZmfF1002M0tsZNsFzJ8yng9dMZ0/+ZUFqeOYmVmmOieM4XfeNyd1jGycHntJ6ghmZsOaJ4TMzMzMzMzMzFqMJ4TMzMzMzMzMzFqMJ4TMzKcoMzQAAApwSURBVMzMzMzMzFqMJ4TMzMzMzMzMzFpMpQkhScsl7ZC0U9In+3nNr0vaJmmrpAeGNqaZmaV2LmOBpFOSni5va+tLbWZmZmZmfWl62XlJbcAXgBuAPcATktZGxLaG18wDPgUsiYhXJF16vgKbmVn9hmAsOBYR76o1tJmZmZmZ9avKCqGrgZ0RsSsi3gS+AtzU6zW/C3whIl4BiIgDQxvTzMwS81hgZmZmZvY20nSFENAJ7G54vAf4pV6vmQ8g6T+BNuCuiNjQ+40krQZWA3R2dnLo0KGzyXzeHDt2LKtMueWB/DLllgfyy+Q8zeWYKUPnOhZcKGkTcBL4bEQ8cp7zmpmZmZnZAKpMCFV9n3nAMmAG8H1JiyLi1cYXRcQ9wD0Ako5Mnjx5xxD9/qHSAbyUOkSD3PJAfplyywP5ZXKe5nLLtCB1gLM00FgwKyL2SnoH8B1JWyLiud5v0PjBAXBcUldN2c9WbttOX5xxaDjj0HDGoTFcx4khtXnz5qOScqonctx2csuUWx7IL1NueSC/TLnlgfwyVRonqkwI7QVmNjyeUT7XaA+wMSJOAM9LepaiKHhigPfdERHvrhKyLpI25ZQptzyQX6bc8kB+mZynudwylStpcnNOY0FE7AWIiF2S/gO4EviZCaFeHxxk9f/SF2ccGs44NJxxaAyXjKkzZCKreiLHbSe3TLnlgfwy5ZYH8suUWx7IL1PVcaLKOYSeAOZJmiNpFLAK6H2FmEcoPhFGUgfF1wZ2VU5rZma5O+uxQNJESaMbnl8CbMPMzMzMzJJpukIoIk5Kug34NsU5Ie6PiK2SPg1sioi15c/eL2kbcAr4RES8fD6Dm5lZfc5lLJD0XuAfJZ2m+CDis41XJzMzMzMzs/pVOodQRKwD1vV67s6G+wHcUd6qumcQr61LbplyywP5ZcotD+SXyXmayy1TbnmAsx8LIuK/gEVn8SuzbIdenHFoOOPQcMah4YzDR27tkFseyC9Tbnkgv0y55YH8MuWWB/LLVCmPiuN3MzMzMzMzMzNrFVXOIWRmZmZmZmZmZm8jnhAyMzMzMzMzM2sxSSaEJC2XtEPSTkmfTJGhV577JR2Q1JU6C4CkmZK+K2mbpK2SPp44z4WS/kfS5jLPX6bM001Sm6QfSvpm6iwAkl6QtEXS07lcDlbSBElrJD0jabuk9yTMsqBsm+7bYUm3p8pTZvrjcpvukvSgpAtT5ikzfbzMszV1+9Sl2b6jwt+WY8b/Sroqw4zLJL3WsH3f2df7nOeMA+7vmbRjs4xJ27FKP5W6HStmzGF7HLB/lTRa0kNlO26UNDvDjDdLOtjQjrckyDjgmJB6e0xFriUGpMxqiTKT64kKmh1vJMiTTS1R5nE9US1T9XoiImq9UVyd5jngHcAoYDNwed05emVaClwFdKXM0ZBnGnBVeX888GzKNgIEjCvvjwQ2Atdk0E53AA8A30ydpczzAtCROkevTF8CbinvjwImpM5UZmkD9gOzEmboBJ4HxpSPHwZuTtwuC4EuYCzFSf//Hbgs9f9XDX/3gPsOsBJYX/ZF1wAbM8y4LHVf1Gx/z6Qdm2VM3o4NWfrsp3JoxwoZk7Zjlf4V+APgi+X9VcBDGWa8Gfj7hO3YdEzIaXussV1cSzTPk1UtUeZwPVEtz4DHGwnyZFlLlHlcT/SdaVD1RIoVQlcDOyNiV0S8CXwFuClBjh4R8X3gUMoMjSJiX0Q8Vd4/Amyn2NhS5YmIOFo+HFnekp6NXNIM4APAvSlz5EzSxRQHKPcBRMSbEfFq2lQ9rgOei4gfJ84xAhgjaQRFp/nTxHl+nuJg/o2IOAl8D/jVxJlycBPwz2Vf9N/ABEnTUofKScX9PWk7Zt4n9aW/fiqn7TGXvrQvzfrXmygKDYA1wHWSVGM+yG8M6K3KmJDT9lgX1xJN5FZLlDlcTwwzw2DczmUMzG0sGVQ9kWJCqBPY3fB4D4k7qJyVS6ivpJhFT5mjTdLTwAHg8YhImgf4G+BPgdOJczQK4DFJT0panToMMAc4CPxTuRT2XkntqUOVVgEPpgwQEXuBvwJ+AuwDXouIx1JmopjN/2VJkyWNpfjkd2biTHVotu/kMG5U2b/fUy6FXy/pnXWGo9r+nrodq/ZJKduxUX/9VOp2bDRQX5qsHSv2rz3tWB6wvgZMziwjwK+VX8VaI6nu/rjKmJDT9liXVvybz1outQS4nqgop3oi51oCXE/0Z1D1hE8qnTFJ44CvAbdHxOGUWSLiVES8C5gBXC1pYaoskj4IHIiIJ1Nl6Mf7IuIqYAXwMUlLE+cZQbF8+R8i4krgdSCH79mPAm4Evpo4x0SKTxTnANOBdkkfSZkpIrYDnwMeAzYATwOnUmaqSW77Tl+aZXyKYsnyFcDfAY/UnC/L/b2XKhlTtyOQTz81kCYZk7Zjjv1rbxUzPgrMjohfAB7nrRVNtWjhMcGGSE61BLieqCinY6Jsjy1yGadzHO8GO3akmBDay5kzVDPK56yBpJEUHfiXI+LrqfN0K5cJfhdYnjDGEuBGSS9QLBO+VtK/JswD9MwQExEHgG9QLGlOaQ+wp+HTlzUUnXpqK4CnIuLFxDmuB56PiIMRcQL4OvDexJmIiPsiYnFELAVeofje/9tahX0n+bjRLGNEHO5eCh8R64CRkjpqjFhlf0/djk0zZtCO3Qbqp1K3Y7d+M2bQjlX61552LJfZXwy8nFPGiHg5Io6XD+8FFteYrztDszEhl+2xTq34Nw9arrUEuJ4YSGb1RK61BLieGNBg6okUE0JPAPMkzSln9lYBaxPkyFb5Hfr7gO0R8dcZ5LlE0oTy/hjgBuCZVHki4lMRMSMiZlNsP9+JiKQzsZLaJY3vvg+8n2K5XjIRsR/YLWlB+dR1wLaEkbr9BomXd5Z+AlwjaWy5z11H8R37pCRdWv77cxTf930gbaLzq+K+sxb4TRWuoViOuy+njJKmdp//RNLVFONrbcVtxf09aTtWyZi6HRsM1E8lbccG/WbMoB2r9K9rgd8q73+YYiyv83wiTTPqzHPx3Nj753WoMCbksj3WybVEE7nVEuB6oorc6omMawlwPTGgwdQTI+oK1S0iTkq6Dfg2xZnB74+IrXXnaCTpQYorcnRI2gP8RUTclzDSEuCjwJbye7YAf1Z+ypfCNOBLktooDiofjogsLs2YkSnAN8rj7xHAAxGxIW0kAP4Q+HJ5wLQL+O2UYcrB7Qbg91LmAIiIjZLWUHy14iTwQ+CetKkA+JqkycAJ4GOZnbzvfOhz35H0+wAR8UVgHcX3n3cCb1D/dlwl44eBWyWdBI4Bq2oubqGP/T2zdqySMXk79tVP5daOFTImbcf++ldJnwY2RcRaimL1XyTtpDgZ76q68g0i4x9JurH8+SGKq47V7WfGhNy2x7q5lqgkt1oCXE9UkWM9kVUtAa4nKqpcT6j+41UzMzMzMzMzM0vJJ5U2MzMzMzMzM2sxnhAyMzMzMzMzM2sxnhAyMzMzMzMzM2sxnhAyMzMzMzMzM2sxnhAyMzMzMzMzM2sxnhAyMzMzMzMzM2sxnhAyMzMzMzMzM2sx/w8dgwXGbrVEzAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "config = AttrDict (\n",
    "    batch_tfms = TSStandardize(by_sample=True),\n",
    "    arch_config = {},\n",
    "    architecture = TSiTPlus,\n",
    "    lr = 1e-3,\n",
    "    n_epoch = 10,   \n",
    ")\n",
    "\n",
    "X, y, splits = get_UCR_data('LSST', split_data=False)\n",
    "tfms = [None, TSClassification()]\n",
    "cbs = [ShowGraph()] \n",
    "learn = TSClassifier(X, y, splits=splits, tfms=tfms, batch_tfms=config[\"batch_tfms\"], arch=config[\"architecture\"], \n",
    "                     arch_config=config[\"arch_config\"], metrics=accuracy, cbs=cbs)\n",
    "learn.fit_one_cycle(config[\"n_epoch\"], config[\"lr\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Perform experiments with W&B 🛫"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We just need to add 2 elements to have a configurable training script that can be tracked by W&B: \n",
    "\n",
    "- A context manager: \n",
    "\n",
    "    ```\n",
    "    with wandb.init(project=\"LSST_v01\", reinit=True, config=config):\n",
    "    ```\n",
    "    It may useful to pass a group, job type, tags, name, notes, etc. You can see the available options [here](https://docs.wandb.ai/ref/python/init).\n",
    "- A callback: \n",
    "\n",
    "    ```\n",
    "    WandbCallback()\n",
    "    ```\n",
    "\n",
    "\n",
    "⚠️ If you also want to save your best models, and set log_model=True in the WandbCallback, you'll need to add the SaveModelCallback as well.\n",
    "\n",
    "There's currently a small bug in the integration between wandb and tsai that doesn't allow to log_preds. This can be used to show predictions in W&B. We recommend setting log_preds=False."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\u001b[34m\u001b[1mwandb\u001b[0m: Currently logged in as: \u001b[33mtimeseriesai\u001b[0m. Use \u001b[1m`wandb login --relogin`\u001b[0m to force relogin\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "Tracking run with wandb version 0.13.5"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Run data is saved locally in <code>/content/wandb/run-20221122_080423-3617dwsm</code>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Syncing run <strong><a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/3617dwsm\" target=\"_blank\">baseline</a></strong> to <a href=\"https://wandb.ai/timeseriesai/LSST_v01\" target=\"_blank\">Weights & Biases</a> (<a href=\"https://wandb.me/run\" target=\"_blank\">docs</a>)<br/>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "    /* Turns off some styling */\n",
       "    progress {\n",
       "        /* gets rid of default border in Firefox and Opera. */\n",
       "        border: none;\n",
       "        /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
       "        background-size: auto;\n",
       "    }\n",
       "    progress:not([value]), progress:not([value])::-webkit-progress-bar {\n",
       "        background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);\n",
       "    }\n",
       "    .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
       "        background: #F44336;\n",
       "    }\n",
       "</style>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: left;\">\n",
       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>2.114148</td>\n",
       "      <td>1.788620</td>\n",
       "      <td>0.434307</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>1.659456</td>\n",
       "      <td>1.281514</td>\n",
       "      <td>0.585564</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>1.373811</td>\n",
       "      <td>1.172853</td>\n",
       "      <td>0.607056</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>1.188535</td>\n",
       "      <td>1.029925</td>\n",
       "      <td>0.669911</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>1.068085</td>\n",
       "      <td>1.019651</td>\n",
       "      <td>0.661801</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>0.953879</td>\n",
       "      <td>0.952115</td>\n",
       "      <td>0.688564</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>6</td>\n",
       "      <td>0.848760</td>\n",
       "      <td>0.933290</td>\n",
       "      <td>0.694242</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>7</td>\n",
       "      <td>0.757428</td>\n",
       "      <td>0.944279</td>\n",
       "      <td>0.684104</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>8</td>\n",
       "      <td>0.680474</td>\n",
       "      <td>0.913115</td>\n",
       "      <td>0.703569</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>9</td>\n",
       "      <td>0.624363</td>\n",
       "      <td>0.909729</td>\n",
       "      <td>0.707218</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
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     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "VBox(children=(Label(value='0.011 MB of 0.011 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=1.0, max…"
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
       "    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▅▅▇▇██▇██</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▅▅▅▄▄▅▃▄▄▃▃▃▂▂▂▂▃▂▂▂▁▂▁▂▂▂▂▂▁▁▁▂▁▁▂▁▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▆▅▅▅▄▄▄▄▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▇▃▇▅▅▇▆▇▅▆▅▆▆▆▇▇▆▆█▇▁▇▁▄▄▅▆▇▅▇▄▇▅▇▆▇▄▅▄▆</td></tr><tr><td>valid_loss</td><td>█▄▃▂▂▁▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.70722</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.59007</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.62436</td></tr><tr><td>train_samples_per_sec</td><td>2471.37262</td></tr><tr><td>valid_loss</td><td>0.90973</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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    {
     "data": {
      "text/html": [
       "Synced <strong style=\"color:#cdcd00\">baseline</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/3617dwsm\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/3617dwsm</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
      ],
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       "<IPython.core.display.HTML object>"
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     },
     "metadata": {},
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    {
     "data": {
      "text/html": [
       "Find logs at: <code>./wandb/run-20221122_080423-3617dwsm/logs</code>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
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     "metadata": {},
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   ],
   "source": [
    "# YOU CAN MODIFY YOUR CONFIG AND/OR TRAINING SCRIPT IN THIS CELL AND RE-RUN MANUAL EXPERIMENTS THAT WILL BE TRACKED BY W&B\n",
    "\n",
    "config = AttrDict (\n",
    "    batch_tfms = TSStandardize(by_sample=True),\n",
    "    arch = TSiTPlus,\n",
    "    arch_config = {},\n",
    "    lr = 1e-3,\n",
    "    n_epoch = 10,   \n",
    ")\n",
    "\n",
    "with wandb.init(project=\"LSST_v01\", config=config, name='baseline'):\n",
    "    X, y, splits = get_UCR_data('LSST', split_data=False)\n",
    "    tfms = [None, TSClassification()]\n",
    "    cbs = [ShowGraph(), WandbCallback(log_preds=False, log_model=False, dataset_name='LSST')] \n",
    "    learn = TSClassifier(X, y, splits=splits, tfms=tfms, batch_tfms=config.batch_tfms, arch=config.arch, \n",
    "                         arch_config=config.arch_config, metrics=accuracy, cbs=cbs)\n",
    "    learn.fit_one_cycle(config.n_epoch, config.lr)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Visualize results 🕸"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You will be able to see your experiment results in the W&B website.\n",
    "\n",
    "The links are displayed with the run details like this: \n",
    "\n",
    "```\n",
    "Project page: https://wandb.ai/timeseriesai/LSST_v01\n",
    "Run page: https://wandb.ai/timeseriesai/LSST_v01/runs/34lacjyd\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# How to test multiple values: use loops? 🌀"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can even run loops. In this case we'll test if adding a convolution/s with different kernel sizes improves performance. You'll be able to check progress in the W&B website during the test. That's why are remove the ShowGraph callback."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Tracking run with wandb version 0.13.5"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Run data is saved locally in <code>/content/wandb/run-20221122_085347-3otkwpc0</code>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
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    {
     "data": {
      "text/html": [
       "Syncing run <strong><a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/3otkwpc0\" target=\"_blank\">rare-sky-83</a></strong> to <a href=\"https://wandb.ai/timeseriesai/LSST_v01\" target=\"_blank\">Weights & Biases</a> (<a href=\"https://wandb.me/run\" target=\"_blank\">docs</a>)<br/>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "    /* Turns off some styling */\n",
       "    progress {\n",
       "        /* gets rid of default border in Firefox and Opera. */\n",
       "        border: none;\n",
       "        /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
       "        background-size: auto;\n",
       "    }\n",
       "    progress:not([value]), progress:not([value])::-webkit-progress-bar {\n",
       "        background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);\n",
       "    }\n",
       "    .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
       "        background: #F44336;\n",
       "    }\n",
       "</style>\n"
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      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: left;\">\n",
       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>2.088324</td>\n",
       "      <td>1.739312</td>\n",
       "      <td>0.445255</td>\n",
       "      <td>00:03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>1.658656</td>\n",
       "      <td>1.321272</td>\n",
       "      <td>0.563666</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>1.361861</td>\n",
       "      <td>1.094856</td>\n",
       "      <td>0.644363</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>1.180703</td>\n",
       "      <td>1.040321</td>\n",
       "      <td>0.661395</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>1.053544</td>\n",
       "      <td>1.008529</td>\n",
       "      <td>0.671938</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>0.928294</td>\n",
       "      <td>0.942515</td>\n",
       "      <td>0.694242</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>6</td>\n",
       "      <td>0.828210</td>\n",
       "      <td>0.935054</td>\n",
       "      <td>0.702757</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>7</td>\n",
       "      <td>0.730934</td>\n",
       "      <td>0.911106</td>\n",
       "      <td>0.708435</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>8</td>\n",
       "      <td>0.654707</td>\n",
       "      <td>0.914541</td>\n",
       "      <td>0.701946</td>\n",
       "      <td>00:02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>9</td>\n",
       "      <td>0.598824</td>\n",
       "      <td>0.915056</td>\n",
       "      <td>0.701946</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "77a38d9ff9fc4115a659d1ec6ec7ba2c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(Label(value='0.011 MB of 0.011 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=1.0, max…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
       "    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▄▆▇▇█████</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▆▄▄▄▄▄▃▃▃▃▃▂▂▃▃▃▂▂▂▂▂▂▂▂▂▁▂▁▂▂▁▁▂▂▁▁▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▆▅▅▅▄▄▄▄▃▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▇▇▇▇▇█▇▇▇██▇▇▅██▇▇███▇██▄▇█▆▇▇▅▃▄▄▄▁▆▇▇█</td></tr><tr><td>valid_loss</td><td>█▄▃▂▂▁▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.70195</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.40906</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.59882</td></tr><tr><td>train_samples_per_sec</td><td>2601.01657</td></tr><tr><td>valid_loss</td><td>0.91506</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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       "Synced <strong style=\"color:#cdcd00\">rare-sky-83</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/3otkwpc0\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/3otkwpc0</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▄▆▆▆▇████</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▆▅▄▅▄▃▄▄▄▄▃▃▂▂▃▃▄▂▃▂▃▂▂▃▁▂▂▂▂▂▁▁▂▁▁▂▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▆▅▅▅▄▄▄▄▄▃▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▇▆▇█▅▁█▇▆▇▇▇▇█▇▇▆▇▇█▇▇█▇▆█▇▇▆▇▆▇█▇▅▇▇▇█▇</td></tr><tr><td>valid_loss</td><td>█▅▃▃▃▂▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.71492</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.45142</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.61908</td></tr><tr><td>train_samples_per_sec</td><td>2502.65448</td></tr><tr><td>valid_loss</td><td>0.88947</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: left;\">\n",
       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>1.968444</td>\n",
       "      <td>1.617505</td>\n",
       "      <td>0.496756</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>1.543916</td>\n",
       "      <td>1.198650</td>\n",
       "      <td>0.622466</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>1.291819</td>\n",
       "      <td>1.072359</td>\n",
       "      <td>0.639092</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>1.131405</td>\n",
       "      <td>1.063763</td>\n",
       "      <td>0.646796</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>1.004831</td>\n",
       "      <td>1.023701</td>\n",
       "      <td>0.668694</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>0.885493</td>\n",
       "      <td>0.949473</td>\n",
       "      <td>0.689781</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>6</td>\n",
       "      <td>0.775014</td>\n",
       "      <td>0.914190</td>\n",
       "      <td>0.704380</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>7</td>\n",
       "      <td>0.680645</td>\n",
       "      <td>0.919363</td>\n",
       "      <td>0.701541</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>8</td>\n",
       "      <td>0.602912</td>\n",
       "      <td>0.885484</td>\n",
       "      <td>0.716545</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>9</td>\n",
       "      <td>0.543484</td>\n",
       "      <td>0.880272</td>\n",
       "      <td>0.720600</td>\n",
       "      <td>00:01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
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       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▅▅▆▆▇▇▇██</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▅▅▄▄▄▃▃▄▃▃▃▃▃▃▂▂▃▃▂▂▂▂▂▃▂▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▆▅▅▅▄▄▄▄▃▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▂▇▇▅▅▆▄▆▅▆▆▇▄▇▇█▄▁▆▇▄▇▂▄▃█▇▃▆▇▇▆▆▆▅▆▅▃▆▄</td></tr><tr><td>valid_loss</td><td>█▄▃▃▂▂▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.7206</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.53318</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.54348</td></tr><tr><td>train_samples_per_sec</td><td>2151.45627</td></tr><tr><td>valid_loss</td><td>0.88027</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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       "Synced <strong style=\"color:#cdcd00\">fresh-pyramid-85</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/3vtnusk2\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/3vtnusk2</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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       "Find logs at: <code>./wandb/run-20221122_085440-3vtnusk2/logs</code>"
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "52f10914dc314eb08a42578c49fb3353",
       "version_major": 2,
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      "text/plain": [
       "VBox(children=(Label(value='0.001 MB of 0.011 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=0.066324…"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
       "    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▃▅▆▇▇████</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▆▆▅▅▄▄▄▃▃▃▃▄▂▂▃▂▂▃▃▁▂▃▂▂▂▂▂▁▁▂▂▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▅▅▅▄▄▄▄▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▃▆▇▆▅▇▇▇▅▇▇▆▆▇▆▆▆▃▇▇▆▇▇▆▆▄▇█▆▆▄▇▁▅▄▂▆██▇</td></tr><tr><td>valid_loss</td><td>█▅▃▂▂▂▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.72668</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.4814</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.51139</td></tr><tr><td>train_samples_per_sec</td><td>2487.45922</td></tr><tr><td>valid_loss</td><td>0.87026</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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       "Synced <strong style=\"color:#cdcd00\">pious-flower-86</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/n7m2rog6\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/n7m2rog6</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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       "Syncing run <strong><a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/1yhor02v\" target=\"_blank\">avid-pyramid-87</a></strong> to <a href=\"https://wandb.ai/timeseriesai/LSST_v01\" target=\"_blank\">Weights & Biases</a> (<a href=\"https://wandb.me/run\" target=\"_blank\">docs</a>)<br/>"
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       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "808e57c5906f4c17850bb8eeb2b46516",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(Label(value='0.011 MB of 0.011 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=1.0, max…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
       "    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▅▅▇▇▇████</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▆▅▅▅▅▄▄▃▄▄▃▃▄▃▄▂▂▂▂▂▂▂▂▂▂▁▂▂▂▁▂▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>█▇▇▆▆▅▅▅▅▄▄▄▄▄▄▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▄▇▆▇▁▇██▅▇▇▄▅▇▃█▅▇▃▇▃▅▇▂▅▆▆▇▄▇▇█▇▄▇█▅▇▂▇</td></tr><tr><td>valid_loss</td><td>█▄▃▂▁▁▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.70965</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.37779</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.4414</td></tr><tr><td>train_samples_per_sec</td><td>2574.79467</td></tr><tr><td>valid_loss</td><td>0.92157</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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       "Synced <strong style=\"color:#cdcd00\">avid-pyramid-87</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/1yhor02v\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/1yhor02v</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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       "Syncing run <strong><a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/u65t4sz4\" target=\"_blank\">driven-haze-88</a></strong> to <a href=\"https://wandb.ai/timeseriesai/LSST_v01\" target=\"_blank\">Weights & Biases</a> (<a href=\"https://wandb.me/run\" target=\"_blank\">docs</a>)<br/>"
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       "      <th>epoch</th>\n",
       "      <th>train_loss</th>\n",
       "      <th>valid_loss</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>time</th>\n",
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b826768111fe4f0080ce2275040c3946",
       "version_major": 2,
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      },
      "text/plain": [
       "VBox(children=(Label(value='0.011 MB of 0.011 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=1.0, max…"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n",
       "    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n",
       "    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
       "    </style>\n",
       "<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>▁▅▆▆▇▇████</td></tr><tr><td>epoch</td><td>▁▁▁▂▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>eps_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>eps_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>lr_0</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>lr_1</td><td>▁▁▂▃▄▅▆▇███████▇▇▇▇▆▆▆▅▅▅▄▄▄▃▃▃▂▂▂▂▁▁▁▁▁</td></tr><tr><td>mom_0</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>mom_1</td><td>██▇▆▅▄▃▂▁▁▁▁▁▁▁▂▂▂▂▃▃▃▄▄▄▅▅▅▆▆▆▇▇▇▇█████</td></tr><tr><td>raw_loss</td><td>█▇▆▇▆▅▄▄▄▅▄▄▄▄▄▄▄▃▄▃▃▂▃▂▂▃▂▂▂▂▁▂▁▁▂▂▁▁▂▂</td></tr><tr><td>sqr_mom_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>sqr_mom_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train_loss</td><td>██▇▇▆▆▆▅▅▅▄▄▄▄▄▄▃▃▃▃▃▃▃▂▂▂▂▂▂▂▂▂▁▁▁▁▁▁▁▁</td></tr><tr><td>train_samples_per_sec</td><td>▅█▅█▄█▆▆▆█▇▇▄▇▃▇▄▇▅▂▁▃▂▁▆▅▇▇▅▅▆▇▅▆▅▄▄▇▆█</td></tr><tr><td>valid_loss</td><td>█▄▃▂▂▂▁▁▁▁</td></tr><tr><td>wd_0</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>wd_1</td><td>▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>accuracy</td><td>0.7133</td></tr><tr><td>epoch</td><td>10</td></tr><tr><td>eps_0</td><td>1e-05</td></tr><tr><td>eps_1</td><td>1e-05</td></tr><tr><td>lr_0</td><td>0.0</td></tr><tr><td>lr_1</td><td>0.0</td></tr><tr><td>mom_0</td><td>0.95</td></tr><tr><td>mom_1</td><td>0.95</td></tr><tr><td>raw_loss</td><td>0.46493</td></tr><tr><td>sqr_mom_0</td><td>0.99</td></tr><tr><td>sqr_mom_1</td><td>0.99</td></tr><tr><td>train_loss</td><td>0.46463</td></tr><tr><td>train_samples_per_sec</td><td>2488.08983</td></tr><tr><td>valid_loss</td><td>0.89601</td></tr><tr><td>wd_0</td><td>0.01</td></tr><tr><td>wd_1</td><td>0.01</td></tr></table><br/></div></div>"
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       "Synced <strong style=\"color:#cdcd00\">driven-haze-88</strong>: <a href=\"https://wandb.ai/timeseriesai/LSST_v01/runs/u65t4sz4\" target=\"_blank\">https://wandb.ai/timeseriesai/LSST_v01/runs/u65t4sz4</a><br/>Synced 4 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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    {
     "data": {
      "text/html": [
       "Find logs at: <code>./wandb/run-20221122_085557-u65t4sz4/logs</code>"
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   "source": [
    "for ks in [None, 1, 3, 5, 7, [1, 3, 5, 7]]:\n",
    "\n",
    "    if ks is None:\n",
    "        feature_extractor = None\n",
    "    else:\n",
    "        feature_extractor = partial(MultiConv1d, kss=ks)\n",
    "    config = AttrDict (\n",
    "        batch_tfms = TSStandardize(by_sample=True),\n",
    "        arch = TSiTPlus,\n",
    "        arch_config = dict(feature_extractor=feature_extractor),\n",
    "        lr = 1e-3,\n",
    "        n_epoch = 10,   \n",
    "        ks = ks, # we add this parameter here to be able to log it and visualize in wandb \n",
    "    )\n",
    "\n",
    "    with wandb.init(project=\"LSST_v01\", config=config, group='kss'):\n",
    "        X, y, splits = get_UCR_data('LSST', split_data=False)\n",
    "        tfms = [None, TSClassification()]\n",
    "        cbs = [ShowGraph(), WandbCallback(log_preds=False, log_model=False, dataset_name='LSST')] \n",
    "        learn = TSClassifier(X, y, splits=splits, tfms=tfms, batch_tfms=config.batch_tfms, arch=config.arch, \n",
    "                            arch_config=config.arch_config, metrics=accuracy, cbs=cbs)\n",
    "        learn.fit_one_cycle(config.n_epoch, config.lr)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this case we've learned that setting a ks parameter can improve performance. That's a great finding!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Conclusion ✅"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`wandb` is a great tool that allows you to easily track your experiments. \n",
    "\n",
    "It's super-flexible. It allows you to track your dataset, data preprocessing, data transforms, architecutres, architecture configurations, training loop, etc. \n",
    "\n",
    "And you can group runs in projects to easily compare them. \n",
    "\n",
    "Here's all the code you need to start running experiments with W&B and `tsai`: \n",
    "\n",
    "```\n",
    "from tsai.all import *\n",
    "from fastai.callback.wandb import *\n",
    "import wandb\n",
    "\n",
    "config = AttrDict (\n",
    "    batch_tfms = TSStandardize(by_sample=True),\n",
    "    arch = TSiTPlus,\n",
    "    arch_config = {},\n",
    "    lr = 1e-3,\n",
    "    n_epoch = 10,   \n",
    ")\n",
    "\n",
    "with wandb.init(project=\"LSST_v01\", config=config, name='baseline'):\n",
    "    X, y, splits = get_UCR_data('LSST', split_data=False)\n",
    "    tfms = [None, TSClassification()]\n",
    "    cbs = [ShowGraph(), WandbCallback(log_preds=False, log_model=False, dataset_name='LSST')] \n",
    "    learn = TSClassifier(X, y, splits=splits, tfms=tfms, batch_tfms=config.batch_tfms, arch=config.arch, \n",
    "                         arch_config=config.arch_config, metrics=accuracy, cbs=cbs)\n",
    "    learn.fit_one_cycle(config.n_epoch, config.lr)\n",
    "```\n",
    "\n",
    "We've seen here just a small amount of everything W&B has to offer. I hope you'll start benefiting from it!"
   ]
  }
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